Chi Yen Tseng1, Christine M. Custer2, Thomas W. Custer2, Paul M. Dummer2, Natalie Karouna‐Renier3 and Cole W. Matson1

  1. Department of Environmental Science, The Institute of Ecological, Earth, and Environmental Sciences (TIE3S), and the Center for Reservoir and Aquatic Systems Research (CRASR), Baylor University, Waco, Texas 76798, United States
  2. Upper Midwest Environmental Sciences Center, U.S. Geological Survey, La Crosse, Wisconsin 54603, United States
  3. U.S. Geological Survey, Eastern Ecological Science Center (EESC) at Patuxent, Beltsville, Maryland 20705, United States


Image of GLRI_site All the sites included in this study

Detail location can be downloaded here at GLRI_site_details


Load all packages

library(glmnet)
library(edgeR)
library(readr)
library(tidyverse)
library(foreach)
library(doParallel)
library(reshape2)
library(stringr)
library(ggpubr)
library(ggrepel)
library(ComplexHeatmap)
library(ggplot2)
library(GGally)


Prepare global gene expression data and contaminant data


GLRI_coldata
chemistry data (“Dioxin” “MultiRedsiduePest” “PAHs” “PBDEs” “LRPCBs” “HRPCBs” “Pesticides” “PFCs” “PPCPs”)  
- data.contaminants.majorSubset.geo.bysite
geometric mean of each contaminant key by site
contaminants.coldata.subset
only includes the nestlings with genomic information and removes PAHs data
ID.convert
gene ID convertion table between tree swallow gene pseudo name and chicken gene name
siteMAP.all
site ID and propersite name convertion Table
dds.bothSex.adjusted or counts.tswallow
normalized count matrix for all nestlings, adjusted for batch difference
Cont.major.list
major contaminants (“Nonachlor, cis-_C”, “Heptachlor Epoxide_C”, “Nonachlor, trans-_C”, “PFDA_C”, “Chlordane, oxy-_C”, “Total Parent PAHs”, “Total PBDE”, “Total PAHs”,“Total PCBs”,“Total_PFCs”)
counts.tswallow.norm
vst transformed normalized counts


1. Determine lasso regression models to predict PCB concentrations


Load top genes list


topgenelistPCBs.rds, including 91 genes which were appeared more than 5% in the first round of lasso regression analysis in the cross-validation. Detail script of first round lasso models were provided here

Load self-determined lasso training and permorance evaluation models


  • lasso.by.site.PCBs.top100.lasso(i,Con,Con_ind, test.genelist, s, lam.m)
    leave one ( i site) out to build lasso regression models to predict concentrations of contaminant (Con and Con_ind) using top predictor genes (genelist), model parameter lamda (s: 1se and lam.m: minimum log10 lamda value to test model fit)
  • Run_lasso.by.site.PCBs.top100.lasso(re, Con, Con_ind, s, lam.m)
    Run lasso.by.site.PCBs.top100.lasso function re times
  • evaluation_funciton.bysite
    calculate site performance by site, mean square error (MSE), accuracy, and error rate are calculated based on predicted site geometric mean versus actual geometric mean
  • evaluation_funciton.byindividual
    calculate site performance by individual nest, ignoring site factor, mean square error (MSE), accuracy, and error rate are calculated based on predicted vs actual value
## Con, Con_ind: contaminant type; test.genelist: top genes selected from the first run; s: lamda.sequence (l.1se,l.min,l.median); lam.m: lambda = 10^seq(0,lam.m,length=600)
lasso.by.site.PCBs.top100.lasso <- function(i,Con,Con_ind, test.genelist, s, lam.m) {
  ## genomic samples with the same nest id
  nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
  match1 <- colnames(counts.tswallow.norm) %in% nestid
  counts.con  <-  counts.tswallow.norm[,match1]
  counts.con.batch <- as.factor(as.character(dds.bothSex.adjusted$batch2)[match1])
  counts.con.sex <- as.factor(as.character(dds.bothSex.adjusted$sex)[match1])
  contamin.raw <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(value.adjust) %>% log10()
  contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind)
  counts.con.contamin <- log10(contamin.matrix$value.adjust) ## get log10 value to suppress potential outlier
  site.list = unique(as.character(dds.bothSex.adjusted$site[match1]))
  ## Building matrix
  if (length(levels(counts.con.batch)) > 1) {
    counts.con.t <- as.data.frame(t(counts.con[test.genelist,]))
    counts.con.t <- cbind(counts.con.t, batch = counts.con.batch, sex = counts.con.sex, contaminant = counts.con.contamin)
    m <- model.matrix(contaminant ~ batch +., counts.con.t) # m for training
    m <- m[,-1] } else {
      counts.con.t <- as.data.frame(t(counts.con[test.genelist,]))
      counts.con.t <- cbind(counts.con.t, sex = counts.con.sex, contaminant = counts.con.contamin)
      m <- model.matrix(contaminant ~ ., counts.con.t)
      m <- m[,-1] }
  ## to include all genomic samples as m2
  nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
  counts.con2  <-  counts.tswallow.norm
  counts.con.batch2 <- as.factor(as.character(dds.bothSex.adjusted$batch2))
  counts.con.sex2 <- as.factor(as.character(dds.bothSex.adjusted$sex))

  ## Building matrix
  if (length(levels(counts.con.batch2)) > 1) {
    counts.con.t2 <- as.data.frame(t(counts.con2[test.genelist,]))
    counts.con.t2 <- cbind(counts.con.t2, batch = counts.con.batch2, sex = counts.con.sex2)
    m2 <- model.matrix(~ batch +., counts.con.t2) # m2 for validation in leave one site out
    m2 <- m2[,-1] } else {
      counts.con.t2 <- as.data.frame(t(counts.con2[test.genelist,]))
      counts.con.t2 <- cbind(counts.con.t2, sex = counts.con.sex2)
      m2 <- model.matrix( ~ ., counts.con.t2)
      m2 <- m2[,-1] }

  site.count.nest.subset = table(str_sub(colnames(counts.con),3,4))
  site.count.genomic.subset = table(str_sub(colnames(counts.con2),3,4))
  # sites_verifications = c("ER", "HW", "LS", "PB", "SC", "SP", "ST", "TH", "WK")

  ## CV leave one out by site
    test.site = str_sub(row.names(m),3,4) %in% site.list[i]
    l.1se <- {} ; l.min <- {}

    for (j in 1:20) {
      cvfit <- cv.glmnet(x=m[!test.site,], y=counts.con.t$contaminant[!test.site], nfold = 10, alpha = 1, lambda = 10^seq(0,lam.m,length=600), relax =FALSE)
      
      l.1se <- c(l.1se, cvfit$lambda.1se)
      l.min <- c(l.min, cvfit$lambda.min)
      
    } # repeat 20 times and pick median lamda to avoid picking extreme in 10 folds cross validation
    l.1se <- median(l.1se)
    l.min <- median(l.min)
    l.median <- exp(mean(c(log(l.min),log(l.1se))))
    lamda.sequence <- c(l.1se,l.min,l.median)

    ByNestResult.withlamdaP <- {}
    training.site = sample(which(!test.site), round(sum(!test.site)*0.9))
    fit.lasso <- glmnet(x=m[training.site,], y=counts.con.t$contaminant[training.site], alpha = 1, lambda = 10^seq(0,lam.m,length=600)) # lasso model using training set
    
    ## get all the metrics c(features, dev.ratio, lamda)
    variables = coef(fit.lasso, s = lamda.sequence[s])[,1]
    variables = variables[variables != 0][-1]
    dev.ratio = fit.lasso$dev.ratio[which(sort(c(lamda.sequence[s],10^seq(0,lam.m,length=600)),decreasing = TRUE) == lamda.sequence[s])[1] -1]
    
    ## get all predictions using all avaialble genomic samples
    test.site2 = str_sub(row.names(m2),3,4) == site.list[i]
    
    ## lasso
    predict.all.genomic.samples.subset <- predict(fit.lasso, newx = m[test.site,], s = lamda.sequence[s]) ## only use overlapped portion
    predict.all.genomic.samples <- predict(fit.lasso, newx = m2[test.site2,], s = lamda.sequence[s]) ## only use overlapped portion

    predict.all.genomic.samples.subset.lasso = predict.all.genomic.samples.subset[,1]
    predict.all.genomic.samples.lasso = predict.all.genomic.samples[,1]

    predict.all.genomic.samples.subset.lasso.mean = mean(predict.all.genomic.samples.subset.lasso)
    names(predict.all.genomic.samples.subset.lasso.mean) = site.list[i]
    predict.all.genomic.samples.lasso.mean = mean(predict.all.genomic.samples.lasso)
    names(predict.all.genomic.samples.lasso.mean) = site.list[i]

    ## combine
    result = list(variables =variables, dev.ratio = dev.ratio ,lamda.sequence = lamda.sequence, predict.all.genomic.samples.subset.lasso = predict.all.genomic.samples.subset.lasso, predict.all.genomic.samples.subset.lasso.mean = predict.all.genomic.samples.subset.lasso.mean, predict.all.genomic.samples.lasso = predict.all.genomic.samples.lasso, predict.all.genomic.samples.lasso.mean = predict.all.genomic.samples.lasso.mean)
  return(result)
}
Run_lasso.by.site.PCBs.top100.lasso <- function(re, Con, Con_ind, s, lam.m) {
  lassoCVbysite <- foreach(i = rep(1:31, each = re), .packages = c("dplyr","glmnet","stringr"), .combine = 'cbind', .export = c("lasso.by.site.PCBs.top100.lasso", "contaminants.coldata.subset2","counts.tswallow.norm","dds.bothSex.adjusted", "test.genelist", "data.contaminants.majorSubset.geo.bysite")) %dopar% {
    LassoCVbysite_result <- Vectorize(lasso.by.site.PCBs.top100.lasso(i,Con,Con_ind, test.genelist, s, lam.m))
    return(LassoCVbysite_result)
  }

  return(lassoCVbysite)
}
evaluation_funciton.bysite <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(site = names(Result), predictions, geoMean = contaminant.geoMean.bysite.genomic[names(Result)], b33 =  quantile(contaminant.geoMean.bysite, probs = 0.33, na.rm = FALSE, names = FALSE), t33 = quantile(contaminant.geoMean.bysite, probs = 0.67, na.rm = FALSE, names = FALSE))
  predictions3 = cbind(predictions2, is.top33 = predictions2$geoMean >= predictions2$t33, is.bottom33 = predictions2$geoMean <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$geoMean)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) 
  
  error.both = sum((predictions.all$is.top.predict & predictions.all$is.bottom33)  | (predictions.all$is.bottom.predict & predictions.all$is.top33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = error.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.by.site=predictions.all, performance.result = performance.result)
  return(evaluation.result)
}
evaluation_funciton.byindividual <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(mergeID = names(Result), predictions, actural = contamin.array[names(predictions)] , b33 =  quantile(contaminant.geoMean.bysite, probs = 0.33, na.rm = FALSE, names = FALSE), t33 = quantile(contaminant.geoMean.bysite, probs = 0.67, na.rm = FALSE, names = FALSE))
  predictions3 = cbind(predictions2, is.top33 = predictions2$actural >= predictions2$t33, is.bottom33 = predictions2$actural <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions3 = predictions3[!is.na(predictions3$is.bottom33),]
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$actural)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) 
  
  error.both = sum(predictions.all$is.top.predict & predictions.all$is.bottom33 | predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict | predictions.all$is.bottom.predict) 
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = error.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.all,performance.result)
  return(evaluation.result)
}

Run Lasso regression analysis between top Gene (91 genes) and PCB concentrations


Run lasso analysis with leave one site out cross validatino with 40 rounds, 40 * 31 sites = 1240 cross-validation and resample 90% of training individuals every trial.

### Total PCBs
Con="PCBs_data";Con_ind="TOTAL PCBs"
## refresh between chemicals 
lamda.sequence <- {}
Result.lasso.assessment <- {}
variables <- {}
predict.site.test <- {}
## result measures 
rlassoResult <- list()

# prepare data 
contaminants.coldata.subset2 <-contaminants.coldata.subset
### Individual chemicals 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(Key == Con_ind)
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(!is.na(value.adjust)) ## remove those with value == "NR"
## combine all duplicated items using mean value becasue they have the same nest id 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% group_by(MergeID,Species,Matrix,AOC,Proper_Site,Key,type,class,MergeSite,proper_site2) %>% summarise(value.adjust2 = mean(value.adjust)) %>% ungroup()
colnames(contaminants.coldata.subset2)[colnames(contaminants.coldata.subset2) == "value.adjust2"] <- "value.adjust" ## change the name back
# print(sum(duplicated(contaminants.coldata.subset2$MergeID))) ## check duplication again
## read topgenelist 91 genes 
test.genelist = readRDS("topgenelistPCBs.rds")$total.PCBs

contaminant.geoMean.bysite <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(value.geoMean) %>% log10() ## log10 of contaminant value
names(contaminant.geoMean.bysite) <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(MergeSite) 
nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
match1 <- colnames(counts.tswallow.norm) %in% nestid
counts.con  <-  counts.tswallow.norm[,match1]
contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind) %>% mutate(value.adjust.log = log10(value.adjust))
contamin.array <- contamin.matrix$value.adjust.log
names(contamin.array) = contamin.matrix$MergeID
contamin.matrix.mean <- contamin.matrix %>% group_by(MergeSite) %>% summarise(geoMean = mean(value.adjust.log)) %>% ungroup()
contamin.matrix.mean$MergeSite[31] = "NA"
contaminant.geoMean.bysite.genomic <- contamin.matrix.mean$geoMean
names(contaminant.geoMean.bysite.genomic) <- contamin.matrix.mean$MergeSite
# Run lasso analysis with leave one site out cross validatino with 40 rounds, 40 * 31 sites = 1240 cross-validation and resample 90% of training individuals every trial. 
print(c("2nd lasso cv",Con_ind))
t1 =  Sys.time()
cl <- parallel::makeCluster(12)
doParallel::registerDoParallel(cl)
t1 = Sys.time()
PCBs_CV_bySite_result = Run_lasso.by.site.PCBs.top100.lasso(re = 40, Con = Con, Con_ind = Con_ind, s = 1,lam.m = -2)
t2 =  Sys.time()
t2 -t1
parallel::stopCluster(cl)

# Result list : 1. variables, 2.  dev.ratio 3. lamda.sequence 4. predict.all.genomic.samples.subset.lasso 5. predict.all.genomic.samples.subset.lasso.mean 6. predict.all.genomic.samples.lasso 
# 7. predict.all.genomic.samples.lasso.mean 
# saveRDS(PCBs_CV_bySite_result, "PCBs_CV_bySite_result2nd.rds")

Lasso regression analysis results for predicting PCB concentrations

PCBs_CV_bySite_result <- readRDS("PCBs_CV_bySite_result2nd.rds")
# PCBs_CV_bySite_result by site
Result = unlist(unname(PCBs_CV_bySite_result[5,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.bysite.overlapped.report = evaluation_funciton.bysite(Result = Result) 

Result = unlist(unname(PCBs_CV_bySite_result[7,])) ## all genomic samples 
PCBs.performance.bysite.allgenomic.report = evaluation_funciton.bysite(Result = Result) 
# 
# ## overlapped portion PCBs
# $performance.result
#  error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#     0.132075472     0.006072874     0.050065876     0.569811321     0.844129555     0.748353096     0.322580645     0.451612903     0.230140947 

# # ## all genomic samples PCBs
# $performance.result
# error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#     0.090551181     0.006507592     0.036363636     0.614173228     0.854663774     0.769230769     0.322580645     0.451612903     0.233187702 

# PCBs_CV_bySite_result by individual, only use overlapped portion 
Result = unlist(unname(PCBs_CV_bySite_result[4,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.byindividual.overlapped.report = evaluation_funciton.byindividual(Result = Result) 

# error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#       0.1002028       0.1817585       0.1452929       0.7346856       0.6286089       0.6760385       0.4234694       0.3724490       0.3985988 

## other performance metrics
# determine predictor genes; variablers
variables.length.summary <-  summary(sapply(1:length(PCBs_CV_bySite_result[1,]), function(x) length(PCBs_CV_bySite_result[1,][[x]])))
variables.length.p95 <- quantile(sapply(1:length(PCBs_CV_bySite_result[1,]), function(x) length(PCBs_CV_bySite_result[1,][[x]])),0.95)
variables <- names(sort(table(names(unlist(unname(PCBs_CV_bySite_result[1,])))),decreasing = TRUE)[1:variables.length.p95])
variables <- list(id = variables, name = na.omit(ID.convert$GeneName[match(variables,ID.convert$GeneID2)]))
variables.coef = unlist(lapply(1:ncol(PCBs_CV_bySite_result), function(x) na.omit(PCBs_CV_bySite_result[1,][[x]][variables$id])))
geomean_func = function(x) {exp(mean(log(x)))}
variables.coef.aggregate = aggregate(variables.coef, list(Gene = names(variables.coef)),mean)
colnames(variables.coef.aggregate)[2] = "coef"
variables.coef.aggregate = data.frame(name = ID.convert$GeneName[match(variables.coef.aggregate$Gene, ID.convert$GeneID2)], variables.coef.aggregate)

# R square, or deviance ratio

# dev.ratio
dev.ratio.n <- ncol(PCBs_CV_bySite_result)
dev.ratio.mean <- mean(unlist(unname(PCBs_CV_bySite_result[2,])))
dev.ratio.s <- sd(unlist(unname(PCBs_CV_bySite_result[2,])))
margin <- qt(0.975,df=dev.ratio.n-1)*dev.ratio.s/sqrt(dev.ratio.n)
dev.ratio.PCBs = c(mean = dev.ratio.mean, margin = margin)
# print(dev.ratio.PCBs)
# mean      margin 
# 0.766489759 0.001045139 


# ## 
predict.result = unlist(unname(PCBs_CV_bySite_result[4,])) # only the overlapping part 
predict.result2 = unlist(unname(PCBs_CV_bySite_result[5,])) # only the overlapping part site average 
Predictions.by.site = tibble(site= names(predict.result2), predictions= predict.result2,  genomic.PCB.mean = contaminant.geoMean.bysite.genomic[names(predict.result2)], proper_site2 = siteMAP.all$propersite[match(names(predict.result2), siteMAP.all$SiteID)])
Predictions.by.individual = tibble(MergeID = names(predict.result), proper_site2 = siteMAP.all$propersite[match(str_sub(names(predict.result),3,4), siteMAP.all$SiteID)], predicted.PCBs = predict.result,  measured.PCBs = contamin.array[names(predict.result)])
PCBs.predictions.lasso.aggregate = list(by.site = Predictions.by.site, by.individual = Predictions.by.individual)
# saveRDS(PCBs.predictions.lasso.aggregate, "PCBs.predictions.lasso.aggregate.rds")  

# list all predictions, variables, R2 and model performance 
PCBs.performance.report <- list(PCBs.performance.bysite.overlapped.report = PCBs.performance.bysite.overlapped.report, PCBs.performance.bysite.allgenomic.report = PCBs.performance.bysite.allgenomic.report, PCBs.performance.byindividual.overlapped.report = PCBs.performance.byindividual.overlapped.report, PCB.variables = list(variables,variables.coef.aggregate), PCBs.dev.ratio = dev.ratio.PCBs)
# saveRDS(PCBs.performance.report, "PCBs.performance.report.rds")


Because not evey nest was selected for measuring chemistry, the following performance metrics are calculated by

  • PCBs_CV_bySite_result by site: only include those nest with chemistry measurements and calculate accuracy and errors using predicted site geometric mean
  • PCBs.performance.bysite.allgenomic: include all nest with or without chemistry measurements and calculate accuracy and errors using predicted site geometric mean
  • PCBs.performance.byindividual: include all nest with chemistry measurements and calculate accuracy and errors using predicted individual concentrations.
Result = unlist(unname(PCBs_CV_bySite_result[5,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.bysite.overlapped.report = evaluation_funciton.bysite(Result = Result) 

Result = unlist(unname(PCBs_CV_bySite_result[7,])) ## all genomic samples 
PCBs.performance.bysite.allgenomic.report = evaluation_funciton.bysite(Result = Result) 
# 
# ## overlapped portion PCBs
# $performance.result
# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE
# 0.111969112     0.004056795     0.583011583     0.845841785     0.755319149     0.322580645     0.451612903     0.229426453
# ## all genomic samples PCBs
# $performance.result
# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE
# 0.065306122     0.004347826     0.632653061     0.847826087     0.773049645     0.322580645     0.451612903     0.232414433

# PCBs_CV_bySite_result by individual, only use overlapped portion 
Result = unlist(unname(PCBs_CV_bySite_result[4,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.byindividual.overlapped.report = evaluation_funciton.byindividual(Result = Result) 

# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
# 0.1002028       0.1817585       0.7346856       0.6286089       0.6760385       0.4234694       0.3724490       0.3985988 

performance.metrics <- round(data.frame(PCBs.performance.bysite.overlapped.report$performance.result, PCBs.performance.bysite.allgenomic.report$performance.result, PCBs.performance.byindividual.overlapped.report[[2]]),3)
colnames(performance.metrics) <- c("by.site (with chemistry only)", "by.site (all genomic samples)", "by.nest (with chemistry only)")
# saveRDS(performance.metrics, "PCB.performance.metrics.rds")


PCBs lasso prediction results

  • Predicted vs actural yy plot by site
    predicted vs actural PCB concentration; color by those site with prediction value above or below top 1/3 or bottom 1/3 PCB among all the sites
  • Predicted vs actural yy plot by site with 99.9% confidence interval
    add 99.9% CI on Predicted vs actural yy plot by site
  • Remediation effectiveness evaluation in Waukegan
    add Waukegan value throughout the year on Predicted vs actural yy plot by site
  • Predicted vs actural yy plot by nest
    the model is trained by individual nest
  • model performance
    accuracy and error ; accurate predicting top 1/3 or bottom 1/3 ; error : predicting top 1/3 but end up bottom 1/3 or vice versa
  • Predictor genes selected in the model
    list the predictor genes in the model

Predicted vs actural yy plot by site

Predicted vs actural PCB concentrations yy plot by site

Predicted vs actural PCB concentrations yy plot by site

Predicted vs actural yy plot by site with 99.9% confidence interval

Remediation effectiveness evaluation in Waukegan

Predicted vs actural yy plot by nest

model performance

PCBs lasso regression model performance metrics
by.site (with chemistry only) by.site (all genomic samples) by.nest (with chemistry only)
error.top 0.132 0.091 0.100
error.bottom 0.006 0.007 0.182
error.both 0.050 0.036 0.145
accuracy.top 0.570 0.614 0.735
accuracy.bottom 0.844 0.855 0.629
accuracy.both 0.748 0.769 0.676
top_ratio 0.323 0.323 0.423
bottom_ratio 0.452 0.452 0.372
MSE 0.230 0.233 0.399

Predictor genes selected in the model

PCBs top predictor genes and coefficient
name coef Gene
OPRM1 0.0626781 TacBic00000248
HHIPL2 0.0629860 TacBic00000723
BROX -0.0765754 TacBic00000728
ALK -0.0343974 TacBic00000778
ahrr 0.2032059 TacBic00001060
DNAH5 -0.0421367 TacBic00001152
MT-CO2 0.0306515 TacBic00001169
EDN1 0.2580644 TacBic00001272
MRC1 -0.0445834 TacBic00001408
NA -0.0345405 TacBic00001866
PDE1A -0.0335550 TacBic00002231
TDH -0.0368326 TacBic00002440
WDR35 -0.0689035 TacBic00002543
CPSF3 -0.1160736 TacBic00002590
LMBRD1 -0.0738019 TacBic00002694
LD -0.0339494 TacBic00004095
PLEKHH1 -0.1973106 TacBic00004124
NA 0.0719234 TacBic00004433
NA -0.0637095 TacBic00005036
NA -0.0547057 TacBic00005289
MAPK6 -0.0716260 TacBic00006048
CCDC78 0.0286038 TacBic00006808
DAGLB -0.0965885 TacBic00006993
HYDIN 0.0160680 TacBic00007206
FLT4 -0.0471608 TacBic00007722
DBN1 -0.1532679 TacBic00007823
NA -0.1268583 TacBic00007892
SLC17A9 0.0313378 TacBic00008664
ZC2HC1A -0.0751931 TacBic00009014
LOC423119 -0.1004947 TacBic00009296
MN1 -0.1422477 TacBic00009683
NOS1 -0.1495260 TacBic00009882
NA -0.0715350 TacBic00010159
SLCO1A2 -0.0209454 TacBic00010681
PIK3C3 0.0274661 TacBic00011042
ZNF185L -0.0567324 TacBic00011230
ARHGAP36 0.1152496 TacBic00011246
SPIA9 0.0417792 TacBic00011339
ETNPPL -0.0423135 TacBic00011604
ARHGAP6 0.0735161 TacBic00011724
RPL3 0.0500954 TacBic00012455
NA 0.0131619 TacBic00012685
CLDN18 0.0408827 TacBic00012986
NA -0.1276152 TacBic00013588
P2RY10 0.0980806 TacBic00013697
HMGCR 0.0355349 TacBic00013782
ERRFI1 -0.0187293 TacBic00014439
ABCA9 0.0371875 TacBic00014601
NA -0.0291986 TacBic00015118
CMTM4 0.0638626 TacBic00015406
CHSY3 -0.0525856 TacBic00015571
KCNIP1 0.1172414 TacBic00015722
NA 0.0512586 TacBic00016990
NA 0.0300411 TacBic00017215
CYP1A5 0.0917243 TacBic00018777
CD248 0.2015480 TacBic00019767
CYP1A4 0.0381010 TacBic00019894
ERAL1 -0.1732755 TacBic00020260
LOC776507 0.0547346 TacBic00021387
NA -0.3323687 TacBic00021964
NA 0.0631366 TacBic00022010
SNX27 -0.1014123 TacBic00022200

MSE by sample size

PCBs top gene predictors functions and pathways

PCBs top predictor genes heatmap
correlation between PCB concentration, top predictor gene logFC, top predictor gene model coef. , top predictor gene up or downregulated and their corresponding Reactome pathways
PCBs lasso selected genes heatmap deatil functions and pathways
detail GO terms and Reactome pathways
PCB correlation between logFC logCPM and model coef
the correlation between top predictor genes between logFC, logCPM (counts), and PCB model coef. measured in top 1/3 logFC individuals

PCBs top predictor genes heatmap

PCBs lasso selected genes heatmap deatil functions and pathways

PCB correlation between logFC logCPM and model coef


2. Determine lasso regression models to predict PAH concentrations


Start from first round top genes (110) genes and refine lasso regression analysis for the second round

Load data


GLRI_coldata
chemistry data (“Dioxin” “MultiRedsiduePest” “PAHs” “PBDEs” “LRPCBs” “HRPCBs” “Pesticides” “PFCs” “PPCPs”)
data.contaminants.majorSubset.geo.bysite
geometric mean of each contaminant key by site
contaminants.coldata.subset
only includes the nestlings with genomic information and removes PAHs data
ID.convert
gene ID convertion table between tree swallow gene pseudo name and chicken gene name
siteMAP.all
site ID and propersite name convertion Table
dds.bothSex.adjusted or counts.tswallow
normalized count matrix for all nestlings, adjusted for batch difference
Cont.major.list
major contaminants (“Nonachlor, cis-_C”, “Heptachlor Epoxide_C”, “Nonachlor, trans-_C”, “PFDA_C”, “Chlordane, oxy-_C”, “Total Parent PAHs”, “Total PBDE”, “Total PAHs”,“Total PCBs”,“Total_PFCs”)
counts.tswallow.norm
vst transformed normalized counts
topgene.list
110 top genes determined from the first round of lasso regression analysis. Detail can be found here

Load self-determined functions


  • lasso.by.site.top100(Con,Con_ind,i,Min_L,s) : Lasso leave one (site) out cross-validaiton model training, Min_L for the lowest the lamda cv goes 10^(-2,-3,-4); s: lamda.sequence: 1) 1se 2) min 3) log median

  • Run_lasso_by_site.top100(n,Con,Con_ind,N_train,Min_L,s) : Run lasso.by.site.top100 with n runs throughout all 28 sites = 28n

  • evaluation_funciton.bysite.PAH : generate performance metrics

# N: N repeat leave one (site) out validation;  Min_L for the lowest the lamda cv goes 10^(-2,-3,-4); s: lamda.sequence: 1) 1se 2) min 3) log median 
lasso.by.site.top100 <- function(Con,Con_ind,i,Min_L,s) {
  BySiteResult.withlamdaP <- {} ## refresh
  variables.all <- list()
  predict.site.test.all <- list()
  match1 <- str_sub(colnames(counts.tswallow.norm),3,4) %in% contaminants.coldata.subset2$MergeSite
  counts.con  <-  counts.tswallow.norm[,match1]
  counts.con.batch <- as.factor(as.character(dds.bothSex.adjusted$batch2)[match1])
  counts.con.sex <- as.factor(as.character(dds.bothSex.adjusted$sex)[match1])
  counts.con.contamin <- log10(contaminants.coldata.subset2$value.geoMean[match(str_sub(colnames(counts.con),3,4), contaminants.coldata.subset2$MergeSite)])
  ## Building matrix 
  if (length(levels(counts.con.batch)) > 1) {
    counts.con.t <- as.data.frame(t(counts.con[topgene.list,]))
    counts.con.t <- cbind(counts.con.t, batch = counts.con.batch, sex = counts.con.sex, contaminant = counts.con.contamin)
    m <- model.matrix(contaminant ~ batch +., counts.con.t)
    m <- m[,-1] } else {
      counts.con.t <- as.data.frame(t(counts.con[topgene.list,]))
      counts.con.t <- cbind(counts.con.t, sex = counts.con.sex, contaminant = counts.con.contamin)
      m <- model.matrix(contaminant ~ ., counts.con.t)
      m <- m[,-1] }  
  
  site.all <- str_sub(colnames(counts.con),3,4)
  # print(length(unique(site.all)))
  site <- unique(str_sub(colnames(counts.con),3,4))
  site.test <- site[i]
  match1.test <- site.all == site.test
  training = sample(which(!match1.test), size =  round(sum(!match1.test)*0.9))
  l.1se.all = {}
  l.min.all = {}
  l.median.all = {}
  for (j in 1:20) {
  l.1se <- {} ## repeat 10 times to avoid outlier in cross validation 
  l.min <- {}
  cvfit <- cv.glmnet(x=m[training,], y=counts.con.t$contaminant[training], nfolds = 10, alpha = 1, lambda = 10^seq(0,Min_L,length=600))
  l.1se <- cvfit$lambda.1se
  l.min <- cvfit$lambda.min
  l.median <- exp(mean(c(log(l.1se),log(l.min))))
  l.1se.all <- c(l.1se.all,l.1se)
  l.min.all <- c(l.min.all,l.min)
  l.median.all <- c(l.median.all,l.median)
  }
  l.1se = median(l.1se.all)
  l.min = median(l.min.all)
  l.median = median(l.median.all)
  lamda.sequence <- c(l.1se,l.min,l.median)  
  names(lamda.sequence) <- c("1se","min","median")
  fit <- glmnet(x=m[training,], y=counts.con.t$contaminant[training], alpha = 1, lambda = 10^seq(0,Min_L,length=600))
  error.result <- assess.glmnet(fit, newx = m[match1.test,], newy = counts.con.t$contaminant[match1.test], s = lamda.sequence[s])
  error.term <- c(error.result$mse, error.result$mae)
  names(error.term) <- c("mse","mae")
  variables <- coef(fit, s = lamda.sequence[s], gamma = 1)  
  variables <- variables[,1][!(variables[,1] == 0)]
  variables <- variables[-1]
  pseudo_R2 <- fit$dev.ratio[which(sort(c(lamda.sequence[s],10^seq(0,Min_L,length=600)),decreasing = TRUE) == lamda.sequence[s])[1] -1]
  predict.site <- predict(fit, newx = m[match1.test,], s = lamda.sequence[s])
  result = list(lamda.sequence,error.term,variables,pseudo_R2,predict.site)
  names(result) <- c("lamda.sequence","mse_mae","variables","pseudo_R2","predict.site")
  return(result)
}
Run_lasso_by_site.top100 <- function(n,Con,Con_ind,N_train,Min_L,s) {
  TIME1 <- Sys.time()
  lassositeResult.run <- foreach(i = rep(1:28,each= n) , .packages = c("stringr", "dplyr","glmnet"), .export = c("lasso.by.site.top100", "contaminants.coldata.subset2","topgene.list","counts.tswallow.norm","dds.bothSex.adjusted", "data.contaminants.majorSubset.geo.bysite")) %dopar% {
    lasso_result <- Vectorize(lasso.by.site.top100)(Con,Con_ind,i,Min_L,s)
    return(lasso_result)
  }
  TIME2 <- Sys.time()
  print(TIME2 - TIME1)
  return(lassositeResult.run)
  
}
evaluation_funciton.bysite.PAH <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(site = names(Result), predictions, geoMean = log10(contaminants.coldata.subset2$value.geoMean[match(names(Result),contaminants.coldata.subset2$MergeSite)]), b33 =  log10(quantile(contaminants.coldata.subset2$value.geoMean, probs = 0.33, na.rm = FALSE, names = FALSE)), t33 = log10(quantile(contaminants.coldata.subset2$value.geoMean, probs = 0.67, na.rm = FALSE, names = FALSE)))
  predictions3 = cbind(predictions2, is.top33 = predictions2$geoMean >= predictions2$t33, is.bottom33 = predictions2$geoMean <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$geoMean)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) # 0 / 0 
  
  eorror.both = sum((predictions.all$is.top.predict & predictions.all$is.bottom33) | (predictions.all$is.bottom.predict & predictions.all$is.top33))/ sum(predictions.all$is.top.predict | predictions.all$is.bottom.predict)
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = eorror.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.by.site=predictions.all, performance.result = performance.result)
  return(evaluation.result)
}


Builid lasso regression model to predict pool stomach PAH concentrations by site

Run Run_lasso_by_site.top100 with 40 re-sampling, 1120 leave one out cross validation; lamda 1se then evaluate the model performance using evaluation_funciton.bysite.PAH

Con="PAHs_data";Con_ind="Total PAHs"
### edit subset for overlappign genomic samples with contaminant data 
contaminants.coldata.subset2 <-data.contaminants.majorSubset.geo.bysite
### Individual chemicals 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(Key == Con_ind)
## combine all duplicated items using mean value becasue they have the same MergeSite ## only RiverRaisin will be affected 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% group_by(MergeSite, Key) %>% summarise(value.geoMean2 = mean(value.geoMean)) %>% ungroup()
colnames(contaminants.coldata.subset2)[colnames(contaminants.coldata.subset2) == "value.geoMean2"] <- "value.geoMean" ## change the name back
# print(sum(duplicated(contaminants.coldata.subset2$MergeSite))) ## check duplication again
cl <- parallel::makeCluster(12)
doParallel::registerDoParallel(cl)
PAHs_CV_bySite_result = Run_lasso_by_site.top100(n=40,Con=Con,Con_ind = Con_ind, Min_L = -2, s = 1)
parallel::stopCluster(cl)
# saveRDS(PAHs_CV_bySite_result, "PAHs_CV_bySite_result.rds")
PAHs_CV_bySite_result <- readRDS("PAHs_CV_bySite_result.rds")
Result = sapply(1:1120, function(x) mean(PAHs_CV_bySite_result[[x]][5][[1]]))
names(Result) = sapply(1:1120, function(x) str_sub(row.names(PAHs_CV_bySite_result[[x]][5][[1]])[1],3,4))
PAHs.performance.bysite.report = evaluation_funciton.bysite.PAH(Result = Result) 
# print(PAHs.performance.bysite.report$performance.result)
 # error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
 #     0.07827476      0.00000000      0.07790143      0.74281150      1.00000000      0.74403816      0.42857143      0.17857143      0.13560998 

# Edit variables
variables.length.summary <-  summary(sapply(1:length(PAHs_CV_bySite_result), function(x) length(PAHs_CV_bySite_result[[x]][3][[1]])))
# Min. 1st Qu.  Median    Mean 3rd Qu.    Max. 
#   37.00   54.00   57.00   56.59   60.00   70.00 
variables.length.p95 <- quantile(sapply(1:length(PAHs_CV_bySite_result), function(x) length(PAHs_CV_bySite_result[[x]][3][[1]])),0.95)
variables <- names(sort(table(unlist(sapply(1:length(PAHs_CV_bySite_result), function(x) names(PAHs_CV_bySite_result[[x]][3][[1]])))),decreasing = TRUE)[1:variables.length.p95])
variables <- list(variables)
variables$name <- ID.convert$GeneName[match(variables[[1]],ID.convert$GeneID2)] 
variables.coef = unlist(lapply(1:length(PAHs_CV_bySite_result), function(x) na.omit(PAHs_CV_bySite_result[[x]][3][[1]][variables[[1]]])))
# geomean_func = function(x) {exp(mean(log(x)))}
variables.coef.aggregate = aggregate(variables.coef, list(Gene = names(variables.coef)),mean)
colnames(variables.coef.aggregate)[2] = "coef"
variables.coef.aggregate = data.frame(name = ID.convert$GeneName[match(variables.coef.aggregate$Gene, ID.convert$GeneID2)], variables.coef.aggregate)
# remove duplicates TFCP2L1 and CSMD1 
variables.coef.aggregate <- variables.coef.aggregate[c(-8,-10),] 

# dev.ratio
dev.ratio.n <- length(PAHs_CV_bySite_result)
dev.ratio <- sapply(1:dev.ratio.n, function(x) PAHs_CV_bySite_result[[x]][[4]])
dev.ratio.mean <- mean(dev.ratio)
dev.ratio.s <- sd(dev.ratio)
margin <- qt(0.975,df=dev.ratio.n-1)*dev.ratio.s/sqrt(dev.ratio.n)
dev.ratio.PAHs = c(mean = dev.ratio.mean, margin = margin)
# print(dev.ratio.PAHs)
# mean      margin 
# 0.734270005 0.001355791 

# Construct panther GO analysis 
library(xml2)
PAHs_bp.data.raw <- read_xml("PAHs_2ndLasso_funcionts.xml") ## from  PANTHER17.0 http://www.pantherdb.org/
id = xml_text(xml_find_all(PAHs_bp.data.raw, "//result/term/id"))
term = xml_text(xml_find_all(PAHs_bp.data.raw, "//result/term/label"))[-319] # remove no class item
number_in_list = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//result/input_list/number_in_list")))[-319]
number_in_reference = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//result/number_in_reference")))[-319]
pValue = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//pValue")))[-319]
fold_enrichment = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//fold_enrichment")))[-319]
mapped_id = sapply(1:319, function(x) xml_text(xml_children(xml_find_all(PAHs_bp.data.raw, "//result/input_list/mapped_id_list")[x])))[-319]
names(mapped_id) <- id
PAHs_bp.panther = tibble(id = id, term = term, number_in_list = number_in_list, number_in_reference = number_in_reference, pValue = pValue, fold_enrichment = fold_enrichment, mapped_id = mapped_id)
PAHs_bp.panther.mapped_id = PAHs_bp.panther$mapped_id
## check lasso selected PAHs related genes funcions and plot as heatmap 
PAHs_bp.panther.trim = PAHs_bp.panther %>% filter(number_in_reference < 5000 & number_in_reference > 200)  # select more general go terms 
PAHs_bp.panther.mapped_id$all = unique(na.omit(variables.coef.aggregate$name))
PAHs_bp.panther.data = data.frame(GOBP_ID = rep(names(PAHs_bp.panther.mapped_id), sapply(1:319, function(x) length(PAHs_bp.panther.mapped_id[[x]])) ), name = unlist(PAHs_bp.panther.mapped_id, use.names = FALSE))
PAHs_bp.panther.data = dplyr::left_join(PAHs_bp.panther.data, variables.coef.aggregate)
PAHs_bp.panther2 = PAHs_bp.panther
colnames(PAHs_bp.panther2)[1] = "GOBP_ID"
PAHs_bp.panther.data = dplyr::left_join(PAHs_bp.panther.data, PAHs_bp.panther2[,1:6])

## Using Revigo to remove redundnat GO terms : PLoS ONE 2011. doi:10.1371/journal.pone.0021800 
# The Gene Ontology database (go.obo) which is dated Thursday, November 3, 2022.
# The UniProt-to-GO mapping database from the EBI GOA project (goa_uniprot_gcrp.gaf.gz) which is dated Friday, September 16, 2022.
Revigo.selected.gobp <- c(
  "all",
  "GO:0009987",
  "GO:0007010",
  "GO:0007154",
  "GO:0023052",
  "GO:0030029",
  "GO:0033554",
  "GO:0051716",
  "GO:0042592",
  "GO:0048523",
  "GO:0048878",
  "GO:0050896",
  "GO:0072359"
  )
PAHs_bp.panther.data$term[PAHs_bp.panther.data$GOBP_ID == "all"] = "all"
data <- as_tibble(PAHs_bp.panther.data[,c(1,2,4,5)])
data <- data %>% filter(GOBP_ID %in% Revigo.selected.gobp)
data <- data %>% spread(key = "name" , value = "coef")
data.matrix = data[,3:59]

data.matrix = as.matrix(data.matrix)
row.names(data.matrix) = data$term
data.matrix[is.na(data.matrix)] = 0

PAHs_lasso_by_site_50_functional_data = list(panther_result = PAHs_bp.panther, gene_mapped_panther_result = PAHs_bp.panther.data, heatmap_plot_data = data.matrix, top_go_terms = Revigo.selected.gobp)
# saveRDS(PAHs_lasso_by_site_50_functional_data,  "PAHs_lasso_by_site_50_functional_data.rds")
PAHs.performance.report <- list(PAHs.performance.bysite.report = PAHs.performance.bysite.report, PAHs.variables = list(variables,variables.coef.aggregate, PAHs_bp.panther.data), PAHs.dev.ratio = dev.ratio.PAHs)
# saveRDS(PAHs.performance.report, "PAHs.performance.reportaggregate.rds")

performance.metrics <- round(data.frame(PAHs.performance.report$PAHs.performance.bysite.report$performance.result),3)
colnames(performance.metrics) <- c("Pooled PAHs concentrations by site")
# saveRDS(performance.metrics, "PAHs.performance.metrics.rds")

PAHs lasso prediction results

Predicted vs actural yy plot by site

Predicted vs actural yy plot by site with CI

model performance

PAHs lasso regression model performance metrics
Pooled PAHs concentrations by site
error.top 0.078
error.bottom 0.000
error.both 0.078
accuracy.top 0.743
accuracy.bottom 1.000
accuracy.both 0.744
top_ratio 0.429
bottom_ratio 0.179
MSE 0.136

Predictor genes selected in the model

PAHs top predictor genes and coefficient
name coef Gene
EPHX2 -0.0237888 TacBic00000001
CTGFL 0.0116673 TacBic00000185
PHACTR2 0.0229792 TacBic00000280
ahrr 0.0187001 TacBic00001060
MASTL -0.0720205 TacBic00001352
IGF2BP3 0.0840547 TacBic00001551
HEG1 -0.0364054 TacBic00001970
TFCP2L1 -0.0422021 TacBic00002010
CSMD1 0.0525004 TacBic00002636
PDCD11 -0.0643387 TacBic00002956
PLCE1 0.1743130 TacBic00003080
BMF 0.0329964 TacBic00004110
PLEK2 0.0184932 TacBic00004117
AVPR1A -0.0714536 TacBic00004508
FAM19A5 -0.1237966 TacBic00004633
SEPT14 0.0202087 TacBic00005539
SLC12A1 0.1045253 TacBic00006063
ROBO2 0.0174586 TacBic00006592
PRUNE2 0.0225887 TacBic00006667
ROGDI 0.0294154 TacBic00006760
NME5 0.0259847 TacBic00007699
STC2 0.0249300 TacBic00007847
MAP3K15 0.0296867 TacBic00008341
SLC7A7 0.0173609 TacBic00008970
FABP4 0.0055431 TacBic00008996
GIF -0.0183763 TacBic00009241
CCDC174 -0.0532543 TacBic00009931
P4HTM 0.0340958 TacBic00009961
TENM1 0.0271381 TacBic00011055
COL4A2 0.0234530 TacBic00011068
FYTTD1L 0.0339534 TacBic00011106
GPR143 0.0838167 TacBic00011733
HEPH 0.0414136 TacBic00012310
VSIG4 0.0190829 TacBic00012312
IL1RAPL1 0.0196637 TacBic00012352
MCM5 0.0513213 TacBic00012529
ARMC10 0.0867078 TacBic00012663
DUSP28 0.0496005 TacBic00013079
DCLK2 0.0212307 TacBic00013136
RPL29 0.0239895 TacBic00013847
EVPL 0.0161164 TacBic00014829
LRRN4 0.0279689 TacBic00015286
gadd45 0.0131892 TacBic00015586
MPP7 0.0197704 TacBic00016314
TIMELESS -0.0238267 TacBic00018586
MRPL34 -0.0133720 TacBic00018618
SRF -0.0227717 TacBic00018836
MT-ND5 0.1604075 TacBic00019663
CYP1A4 0.0752220 TacBic00019894
CITED2 0.0209557 TacBic00019942
LBR 0.0313310 TacBic00020007
NR1D1 -0.0967599 TacBic00020399
LOC107054425 -0.0069665 TacBic00020762
NELFE -0.0157811 TacBic00021126
### PAHs top ge ne predictors functions and pathways {.tabset}

PAHs lasso selected genes heatmap

PAH correlation between logFC, logCPM, and model coef

PAHs top gene predictors function heatmap

SessionInfo

sessionInfo() 
## R version 4.2.2 Patched (2022-11-10 r83330)
## Platform: x86_64-pc-linux-gnu (64-bit)
## Running under: Ubuntu 18.04.6 LTS
## 
## Matrix products: default
## BLAS:   /usr/lib/x86_64-linux-gnu/blas/libblas.so.3.7.1
## LAPACK: /usr/lib/x86_64-linux-gnu/lapack/liblapack.so.3.7.1
## 
## locale:
##  [1] LC_CTYPE=en_US.UTF-8       LC_NUMERIC=C              
##  [3] LC_TIME=en_US.UTF-8        LC_COLLATE=en_US.UTF-8    
##  [5] LC_MONETARY=en_US.UTF-8    LC_MESSAGES=en_US.UTF-8   
##  [7] LC_PAPER=en_US.UTF-8       LC_NAME=C                 
##  [9] LC_ADDRESS=C               LC_TELEPHONE=C            
## [11] LC_MEASUREMENT=en_US.UTF-8 LC_IDENTIFICATION=C       
## 
## attached base packages:
##  [1] stats4    grid      parallel  stats     graphics  grDevices utils    
##  [8] datasets  methods   base     
## 
## other attached packages:
##  [1] gghighlight_0.4.0           dendsort_0.3.4             
##  [3] circlize_0.4.15             xml2_1.3.3                 
##  [5] DESeq2_1.36.0               SummarizedExperiment_1.26.1
##  [7] Biobase_2.56.0              MatrixGenerics_1.8.1       
##  [9] matrixStats_0.62.0          GenomicRanges_1.48.0       
## [11] GenomeInfoDb_1.32.4         IRanges_2.30.1             
## [13] S4Vectors_0.34.0            BiocGenerics_0.42.0        
## [15] GGally_2.1.2                ComplexHeatmap_2.12.1      
## [17] ggrepel_0.9.2               ggpubr_0.4.0               
## [19] reshape2_1.4.4              doParallel_1.0.17          
## [21] iterators_1.0.14            foreach_1.5.2              
## [23] forcats_0.5.2               stringr_1.5.0              
## [25] dplyr_1.0.10                purrr_0.3.5                
## [27] tidyr_1.2.1                 tibble_3.1.8               
## [29] ggplot2_3.4.0               tidyverse_1.3.2            
## [31] readr_2.1.3                 edgeR_3.38.4               
## [33] limma_3.52.4                glmnet_4.1-4               
## [35] Matrix_1.5-3               
## 
## loaded via a namespace (and not attached):
##   [1] readxl_1.4.1           backports_1.4.1        plyr_1.8.8            
##   [4] splines_4.2.2          BiocParallel_1.30.4    digest_0.6.31         
##   [7] htmltools_0.5.4        fansi_1.0.4            magrittr_2.0.3        
##  [10] memoise_2.0.1          googlesheets4_1.0.1    cluster_2.1.4         
##  [13] tzdb_0.3.0             Biostrings_2.64.1      annotate_1.74.0       
##  [16] modelr_0.1.10          vroom_1.6.0            timechange_0.1.1      
##  [19] colorspace_2.1-0       blob_1.2.3             rvest_1.0.3           
##  [22] haven_2.5.1            xfun_0.37              crayon_1.5.2          
##  [25] RCurl_1.98-1.9         jsonlite_1.8.4         genefilter_1.78.0     
##  [28] survival_3.4-0         glue_1.6.2             gtable_0.3.1          
##  [31] gargle_1.2.1           zlibbioc_1.42.0        XVector_0.36.0        
##  [34] GetoptLong_1.0.5       DelayedArray_0.22.0    car_3.1-1             
##  [37] shape_1.4.6            abind_1.4-5            scales_1.2.1          
##  [40] DBI_1.1.3              rstatix_0.7.1          Rcpp_1.0.9            
##  [43] xtable_1.8-4           clue_0.3-62            bit_4.0.4             
##  [46] httr_1.4.4             RColorBrewer_1.1-3     ellipsis_0.3.2        
##  [49] pkgconfig_2.0.3        reshape_0.8.9          XML_3.99-0.12         
##  [52] farver_2.1.1           sass_0.4.5             dbplyr_2.2.1          
##  [55] locfit_1.5-9.6         utf8_1.2.3             tidyselect_1.2.0      
##  [58] labeling_0.4.2         rlang_1.0.6            AnnotationDbi_1.58.0  
##  [61] munsell_0.5.0          cellranger_1.1.0       tools_4.2.2           
##  [64] cachem_1.0.6           cli_3.6.0              generics_0.1.3        
##  [67] RSQLite_2.2.18         broom_1.0.1            evaluate_0.20         
##  [70] fastmap_1.1.0          yaml_2.3.7             knitr_1.42            
##  [73] bit64_4.0.5            fs_1.6.0               KEGGREST_1.36.3       
##  [76] nlme_3.1-160           compiler_4.2.2         rstudioapi_0.14       
##  [79] png_0.1-7              ggsignif_0.6.4         reprex_2.0.2          
##  [82] geneplotter_1.74.0     bslib_0.4.2            stringi_1.7.12        
##  [85] highr_0.10             lattice_0.20-45        vctrs_0.5.2           
##  [88] pillar_1.8.1           lifecycle_1.0.3        jquerylib_0.1.4       
##  [91] GlobalOptions_0.1.2    bitops_1.0-7           R6_2.5.1              
##  [94] codetools_0.2-18       assertthat_0.2.1       rjson_0.2.21          
##  [97] withr_2.5.0            GenomeInfoDbData_1.2.8 mgcv_1.8-41           
## [100] hms_1.1.2              rmarkdown_2.20         carData_3.0-5         
## [103] googledrive_2.0.0      lubridate_1.9.0
---
title: 'Integrated analysis and modelling of contaminant mixtures and transcriptomic responses in Tree Swallow (Tachycineta bicolor) nestlings in the Great Lakes'
output:
  html_document:
    df_print: paged
    theme: cerulean
    code_download: true
---

Chi Yen Tseng^1^, Christine M. Custer^2^, Thomas W. Custer^2^, Paul M. Dummer^2^, Natalie Karouna‐Renier^3^ and Cole W. Matson^1^

1. Department of Environmental Science, The Institute of Ecological, Earth, and Environmental Sciences (TIE3S), and the Center for Reservoir and Aquatic Systems Research (CRASR), Baylor University, Waco, Texas 76798, United States 
2. Upper Midwest Environmental Sciences Center, U.S. Geological Survey, La Crosse, Wisconsin 54603, United States 
3. U.S. Geological Survey, Eastern Ecological Science Center (EESC) at Patuxent, Beltsville, Maryland 20705, United States

</br>

![Image of GLRI_site](GLRI_site_map.png)
**All the sites included in this study**  

Detail location can be downloaded here at [GLRI_site_details](Table1_siteName_locations.csv)

```{css, echo=FALSE}
pre {
  max-height: 300px;
  overflow-y: auto;
}

pre[class] {
  max-height: 100px;
}
```
</br>

## Load all packages
```{r Load packages, message=FALSE}
library(glmnet)
library(edgeR)
library(readr)
library(tidyverse)
library(foreach)
library(doParallel)
library(reshape2)
library(stringr)
library(ggpubr)
library(ggrepel)
library(ComplexHeatmap)
library(ggplot2)
library(GGally)

```
</br>

## Prepare global gene expression data and contaminant data  
</br>

 `GLRI_coldata`  
: chemistry data ("Dioxin" "MultiRedsiduePest" "PAHs" "PBDEs" "LRPCBs" "HRPCBs" "Pesticides" "PFCs" "PPCPs")  &nbsp;  
- `data.contaminants.majorSubset.geo.bysite`
: geometric mean of each contaminant key by site  

 `contaminants.coldata.subset`
: only includes the nestlings with genomic information and removes PAHs data  

 `ID.convert`
: gene ID convertion table between tree swallow gene pseudo name and chicken gene name  

 `siteMAP.all`
: site ID and propersite name convertion Table  

 `dds.bothSex.adjusted or counts.tswallow`
: normalized count matrix for all nestlings, adjusted for batch difference  

 `Cont.major.list`
: major contaminants ("Nonachlor, cis-_C", "Heptachlor Epoxide_C",   "Nonachlor, trans-_C",  "PFDA_C", "Chlordane, oxy-_C", "Total Parent PAHs", "Total PBDE", "Total PAHs","Total PCBs","Total_PFCs")

 `counts.tswallow.norm`
: vst transformed normalized counts   
```{r Load data, include=FALSE}
setwd("/home/chiyen/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all")
# load data 
GLRI_coldata <- readRDS("GLRI_coldata_to2020.rds")
# Determine min contamin value for each Key
GLRI_coldata <- GLRI_coldata$contaminants %>% filter(!is.na(Value))
# Load GeoMean
data.contaminants.majorSubset.geo.bysite <- readRDS("data_contaminants_majorSubset_geo_bysite.rds")
contaminants.min.adjusted <- GLRI_coldata %>% group_by(Key,class) %>% summarise(minValue = min(as.numeric(value.adjust),na.rm = TRUE)) %>% ungroup()
contaminants.coldata.subset <- read_csv("GLRI_TRES_contaminantsto2020_Transcriptome_subset_CT.csv")
contaminants.coldata.subset <- contaminants.coldata.subset %>% filter(!is.na(Value)) ## remove those with only NA
contaminants.coldata.subset <- contaminants.coldata.subset %>% left_join(contaminants.min.adjusted, by = c("Key","class"))
contaminants.coldata.subset <- contaminants.coldata.subset %>% filter(!minValue == "Inf") ## remove those with only "."
contaminants.coldata.subset$value.adjust[contaminants.coldata.subset$Value == "."] <- contaminants.coldata.subset$minValue[contaminants.coldata.subset$Value == "."]/3 # "." converts to 1/3 of loweast detetable value
is.AOC.table <- contaminants.coldata.subset %>% dplyr::select(AOC, proper_site2) %>% distinct()

ID.convert <- readRDS("IDmap_final.rds") ## gene ID Convert table
siteMAP.all <- as_tibble(readRDS("siteMAP_all.rds")) ## site ID convert Table
siteMAP.all$SiteID[siteMAP.all$propersite == "StarLake"] <- "SL"
dds.bothSex.adjusted <- readRDS("dds.bothSex.adjusted.outlierRM.rds") ## normalized count matrix
dds.bothSex.adjusted <- dds.bothSex.adjusted[,colnames(dds.bothSex.adjusted) != "19HW576B"] ## remove "19HW576B" only use A chick for the analysis for regression analysis
colnames(dds.bothSex.adjusted) <- gsub("A$|B$", "", colnames(dds.bothSex.adjusted)) ## remove all the A or B tail 
dds.bothSex.adjusted$propersite2 <- as.character(siteMAP.all$propersite[match(dds.bothSex.adjusted$site, siteMAP.all$SiteID)]) 
counts.tswallow <- assay(dds.bothSex.adjusted)
Cont.major.list <- c("Nonachlor, cis-_C", "Heptachlor Epoxide_C",   "Nonachlor, trans-_C",  "PFDA_C", "Chlordane, oxy-_C", "Total Parent PAHs", "Total PBDE", "Total PAHs","Total PCBs","Total_PFCs")
## contaminants.coldata.subset2: There are some PCBs are LRPCBs, some are HRPCBs. Combining all of  "TOTAL PCBs_C", and "TOTAL PCBs" into "TOTAL PCBs" and if there are overlapping, pick LRPCBs first 
contaminants.coldata.subset <- contaminants.coldata.subset %>% filter(class != "PAHs")
contaminants.coldata.subset <- contaminants.coldata.subset %>% mutate(MergeSite=replace(MergeSite, MergeSite == "ref", "SL")) ## replace ref to SL 
contaminants.coldata.subset$MergeID <- gsub("-","", contaminants.coldata.subset$MergeID) ## remove all dash
contaminants.coldata.subset$MergeID <- gsub("A$","", contaminants.coldata.subset$MergeID) ## remove A tail
contaminants.coldata.subset <- contaminants.coldata.subset %>% mutate(Key=replace(Key, Key == "TOTAL PCBs_C" | Key == "TOTAL PCBs", "TOTAL PCBs"))
counts.tswallow.norm <- vst(dds.bothSex.adjusted)
counts.tswallow.norm <- assay(counts.tswallow.norm)
```
</br>

## 1. Determine lasso regression models to predict PCB concentrations 
</br>

### Load top genes list  
</br>

`topgenelistPCBs.rds`, including 91 genes which were appeared more than 5% in the first round of lasso regression analysis in the cross-validation. Detail script of first round lasso models were provided [here](GLRI_MS2_FirstRound_lasso.nb.html)  
</br>

### Load self-determined lasso training and permorance evaluation models
</br>

-  `lasso.by.site.PCBs.top100.lasso(i,Con,Con_ind, test.genelist, s, lam.m)`
  : leave one ( `i` site) out to build lasso regression models to predict concentrations of contaminant (`Con` and `Con_ind`) using top predictor genes (`genelist`), model parameter lamda (`s`: 1se and `lam.m`: minimum log10 lamda value to test model fit)  
  
-  `Run_lasso.by.site.PCBs.top100.lasso(re, Con, Con_ind, s, lam.m)`
  : Run `lasso.by.site.PCBs.top100.lasso` function `re` times  
  
-  `evaluation_funciton.bysite`
  : calculate site performance by site, mean square error (MSE), accuracy, and error rate are calculated based on predicted site geometric mean versus actual geometric mean  
  
-  `evaluation_funciton.byindividual`
  : calculate site performance by individual nest, ignoring site factor, mean square error (MSE), accuracy, and error rate are calculated based on predicted vs actual value
  
```{r Load PCBs lasso training functions, message=FALSE, warning=FALSE}
## Con, Con_ind: contaminant type; test.genelist: top genes selected from the first run; s: lamda.sequence (l.1se,l.min,l.median); lam.m: lambda = 10^seq(0,lam.m,length=600)
lasso.by.site.PCBs.top100.lasso <- function(i,Con,Con_ind, test.genelist, s, lam.m) {
  ## genomic samples with the same nest id
  nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
  match1 <- colnames(counts.tswallow.norm) %in% nestid
  counts.con  <-  counts.tswallow.norm[,match1]
  counts.con.batch <- as.factor(as.character(dds.bothSex.adjusted$batch2)[match1])
  counts.con.sex <- as.factor(as.character(dds.bothSex.adjusted$sex)[match1])
  contamin.raw <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(value.adjust) %>% log10()
  contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind)
  counts.con.contamin <- log10(contamin.matrix$value.adjust) ## get log10 value to suppress potential outlier
  site.list = unique(as.character(dds.bothSex.adjusted$site[match1]))
  ## Building matrix
  if (length(levels(counts.con.batch)) > 1) {
    counts.con.t <- as.data.frame(t(counts.con[test.genelist,]))
    counts.con.t <- cbind(counts.con.t, batch = counts.con.batch, sex = counts.con.sex, contaminant = counts.con.contamin)
    m <- model.matrix(contaminant ~ batch +., counts.con.t) # m for training
    m <- m[,-1] } else {
      counts.con.t <- as.data.frame(t(counts.con[test.genelist,]))
      counts.con.t <- cbind(counts.con.t, sex = counts.con.sex, contaminant = counts.con.contamin)
      m <- model.matrix(contaminant ~ ., counts.con.t)
      m <- m[,-1] }
  ## to include all genomic samples as m2
  nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
  counts.con2  <-  counts.tswallow.norm
  counts.con.batch2 <- as.factor(as.character(dds.bothSex.adjusted$batch2))
  counts.con.sex2 <- as.factor(as.character(dds.bothSex.adjusted$sex))

  ## Building matrix
  if (length(levels(counts.con.batch2)) > 1) {
    counts.con.t2 <- as.data.frame(t(counts.con2[test.genelist,]))
    counts.con.t2 <- cbind(counts.con.t2, batch = counts.con.batch2, sex = counts.con.sex2)
    m2 <- model.matrix(~ batch +., counts.con.t2) # m2 for validation in leave one site out
    m2 <- m2[,-1] } else {
      counts.con.t2 <- as.data.frame(t(counts.con2[test.genelist,]))
      counts.con.t2 <- cbind(counts.con.t2, sex = counts.con.sex2)
      m2 <- model.matrix( ~ ., counts.con.t2)
      m2 <- m2[,-1] }

  site.count.nest.subset = table(str_sub(colnames(counts.con),3,4))
  site.count.genomic.subset = table(str_sub(colnames(counts.con2),3,4))
  # sites_verifications = c("ER", "HW", "LS", "PB", "SC", "SP", "ST", "TH", "WK")

  ## CV leave one out by site
    test.site = str_sub(row.names(m),3,4) %in% site.list[i]
    l.1se <- {} ; l.min <- {}

    for (j in 1:20) {
      cvfit <- cv.glmnet(x=m[!test.site,], y=counts.con.t$contaminant[!test.site], nfold = 10, alpha = 1, lambda = 10^seq(0,lam.m,length=600), relax =FALSE)
      
      l.1se <- c(l.1se, cvfit$lambda.1se)
      l.min <- c(l.min, cvfit$lambda.min)
      
    } # repeat 20 times and pick median lamda to avoid picking extreme in 10 folds cross validation
    l.1se <- median(l.1se)
    l.min <- median(l.min)
    l.median <- exp(mean(c(log(l.min),log(l.1se))))
    lamda.sequence <- c(l.1se,l.min,l.median)

    ByNestResult.withlamdaP <- {}
    training.site = sample(which(!test.site), round(sum(!test.site)*0.9))
    fit.lasso <- glmnet(x=m[training.site,], y=counts.con.t$contaminant[training.site], alpha = 1, lambda = 10^seq(0,lam.m,length=600)) # lasso model using training set
    
    ## get all the metrics c(features, dev.ratio, lamda)
    variables = coef(fit.lasso, s = lamda.sequence[s])[,1]
    variables = variables[variables != 0][-1]
    dev.ratio = fit.lasso$dev.ratio[which(sort(c(lamda.sequence[s],10^seq(0,lam.m,length=600)),decreasing = TRUE) == lamda.sequence[s])[1] -1]
    
    ## get all predictions using all avaialble genomic samples
    test.site2 = str_sub(row.names(m2),3,4) == site.list[i]
    
    ## lasso
    predict.all.genomic.samples.subset <- predict(fit.lasso, newx = m[test.site,], s = lamda.sequence[s]) ## only use overlapped portion
    predict.all.genomic.samples <- predict(fit.lasso, newx = m2[test.site2,], s = lamda.sequence[s]) ## only use overlapped portion

    predict.all.genomic.samples.subset.lasso = predict.all.genomic.samples.subset[,1]
    predict.all.genomic.samples.lasso = predict.all.genomic.samples[,1]

    predict.all.genomic.samples.subset.lasso.mean = mean(predict.all.genomic.samples.subset.lasso)
    names(predict.all.genomic.samples.subset.lasso.mean) = site.list[i]
    predict.all.genomic.samples.lasso.mean = mean(predict.all.genomic.samples.lasso)
    names(predict.all.genomic.samples.lasso.mean) = site.list[i]

    ## combine
    result = list(variables =variables, dev.ratio = dev.ratio ,lamda.sequence = lamda.sequence, predict.all.genomic.samples.subset.lasso = predict.all.genomic.samples.subset.lasso, predict.all.genomic.samples.subset.lasso.mean = predict.all.genomic.samples.subset.lasso.mean, predict.all.genomic.samples.lasso = predict.all.genomic.samples.lasso, predict.all.genomic.samples.lasso.mean = predict.all.genomic.samples.lasso.mean)
  return(result)
}
Run_lasso.by.site.PCBs.top100.lasso <- function(re, Con, Con_ind, s, lam.m) {
  lassoCVbysite <- foreach(i = rep(1:31, each = re), .packages = c("dplyr","glmnet","stringr"), .combine = 'cbind', .export = c("lasso.by.site.PCBs.top100.lasso", "contaminants.coldata.subset2","counts.tswallow.norm","dds.bothSex.adjusted", "test.genelist", "data.contaminants.majorSubset.geo.bysite")) %dopar% {
    LassoCVbysite_result <- Vectorize(lasso.by.site.PCBs.top100.lasso(i,Con,Con_ind, test.genelist, s, lam.m))
    return(LassoCVbysite_result)
  }

  return(lassoCVbysite)
}
evaluation_funciton.bysite <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(site = names(Result), predictions, geoMean = contaminant.geoMean.bysite.genomic[names(Result)], b33 =  quantile(contaminant.geoMean.bysite, probs = 0.33, na.rm = FALSE, names = FALSE), t33 = quantile(contaminant.geoMean.bysite, probs = 0.67, na.rm = FALSE, names = FALSE))
  predictions3 = cbind(predictions2, is.top33 = predictions2$geoMean >= predictions2$t33, is.bottom33 = predictions2$geoMean <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$geoMean)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) 
  
  error.both = sum((predictions.all$is.top.predict & predictions.all$is.bottom33)  | (predictions.all$is.bottom.predict & predictions.all$is.top33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = error.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.by.site=predictions.all, performance.result = performance.result)
  return(evaluation.result)
}
evaluation_funciton.byindividual <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(mergeID = names(Result), predictions, actural = contamin.array[names(predictions)] , b33 =  quantile(contaminant.geoMean.bysite, probs = 0.33, na.rm = FALSE, names = FALSE), t33 = quantile(contaminant.geoMean.bysite, probs = 0.67, na.rm = FALSE, names = FALSE))
  predictions3 = cbind(predictions2, is.top33 = predictions2$actural >= predictions2$t33, is.bottom33 = predictions2$actural <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions3 = predictions3[!is.na(predictions3$is.bottom33),]
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$actural)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) 
  
  error.both = sum(predictions.all$is.top.predict & predictions.all$is.bottom33 | predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict | predictions.all$is.bottom.predict) 
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = error.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.all,performance.result)
  return(evaluation.result)
}

```
### Run Lasso regression analysis between top Gene (91 genes) and PCB concentrations  
</br>

Run lasso analysis with leave one site out cross validatino with 40 rounds, 40 * 31 sites = 1240 cross-validation and resample 90% of training individuals every trial.  

```{r Lasso regression analysis between top Gene (~ 100 genes) and PCB concentrations, message=FALSE, warning=FALSE}
### Total PCBs
Con="PCBs_data";Con_ind="TOTAL PCBs"
## refresh between chemicals 
lamda.sequence <- {}
Result.lasso.assessment <- {}
variables <- {}
predict.site.test <- {}
## result measures 
rlassoResult <- list()

# prepare data 
contaminants.coldata.subset2 <-contaminants.coldata.subset
### Individual chemicals 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(Key == Con_ind)
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(!is.na(value.adjust)) ## remove those with value == "NR"
## combine all duplicated items using mean value becasue they have the same nest id 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% group_by(MergeID,Species,Matrix,AOC,Proper_Site,Key,type,class,MergeSite,proper_site2) %>% summarise(value.adjust2 = mean(value.adjust)) %>% ungroup()
colnames(contaminants.coldata.subset2)[colnames(contaminants.coldata.subset2) == "value.adjust2"] <- "value.adjust" ## change the name back
# print(sum(duplicated(contaminants.coldata.subset2$MergeID))) ## check duplication again
## read topgenelist 91 genes 
test.genelist = readRDS("topgenelistPCBs.rds")$total.PCBs

contaminant.geoMean.bysite <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(value.geoMean) %>% log10() ## log10 of contaminant value
names(contaminant.geoMean.bysite) <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(MergeSite) 
nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
match1 <- colnames(counts.tswallow.norm) %in% nestid
counts.con  <-  counts.tswallow.norm[,match1]
contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind) %>%　mutate(value.adjust.log = log10(value.adjust))
contamin.array <- contamin.matrix$value.adjust.log
names(contamin.array) = contamin.matrix$MergeID
contamin.matrix.mean <- contamin.matrix %>% group_by(MergeSite) %>% summarise(geoMean = mean(value.adjust.log)) %>% ungroup()
contamin.matrix.mean$MergeSite[31] = "NA"
contaminant.geoMean.bysite.genomic <- contamin.matrix.mean$geoMean
names(contaminant.geoMean.bysite.genomic) <- contamin.matrix.mean$MergeSite
```


```{r Run Lasso regression analysis between top Gene (~ 100 genes) and PCB concentrations, eval=FALSE}
# Run lasso analysis with leave one site out cross validatino with 40 rounds, 40 * 31 sites = 1240 cross-validation and resample 90% of training individuals every trial. 
print(c("2nd lasso cv",Con_ind))
t1 =  Sys.time()
cl <- parallel::makeCluster(12)
doParallel::registerDoParallel(cl)
t1 = Sys.time()
PCBs_CV_bySite_result = Run_lasso.by.site.PCBs.top100.lasso(re = 40, Con = Con, Con_ind = Con_ind, s = 1,lam.m = -2)
t2 =  Sys.time()
t2 -t1
parallel::stopCluster(cl)

# Result list : 1. variables, 2.  dev.ratio 3. lamda.sequence 4. predict.all.genomic.samples.subset.lasso 5. predict.all.genomic.samples.subset.lasso.mean 6. predict.all.genomic.samples.lasso 
# 7. predict.all.genomic.samples.lasso.mean 
# saveRDS(PCBs_CV_bySite_result, "PCBs_CV_bySite_result2nd.rds")
```

### Lasso regression analysis results for predicting PCB concentrations 
```{r evaluate performance, message=FALSE, warning=FALSE}
PCBs_CV_bySite_result <- readRDS("PCBs_CV_bySite_result2nd.rds")
# PCBs_CV_bySite_result by site
Result = unlist(unname(PCBs_CV_bySite_result[5,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.bysite.overlapped.report = evaluation_funciton.bysite(Result = Result) 

Result = unlist(unname(PCBs_CV_bySite_result[7,])) ## all genomic samples 
PCBs.performance.bysite.allgenomic.report = evaluation_funciton.bysite(Result = Result) 
# 
# ## overlapped portion PCBs
# $performance.result
#  error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#     0.132075472     0.006072874     0.050065876     0.569811321     0.844129555     0.748353096     0.322580645     0.451612903     0.230140947 

# # ## all genomic samples PCBs
# $performance.result
# error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#     0.090551181     0.006507592     0.036363636     0.614173228     0.854663774     0.769230769     0.322580645     0.451612903     0.233187702 

# PCBs_CV_bySite_result by individual, only use overlapped portion 
Result = unlist(unname(PCBs_CV_bySite_result[4,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.byindividual.overlapped.report = evaluation_funciton.byindividual(Result = Result) 

# error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
#       0.1002028       0.1817585       0.1452929       0.7346856       0.6286089       0.6760385       0.4234694       0.3724490       0.3985988 

## other performance metrics
# determine predictor genes; variablers
variables.length.summary <-  summary(sapply(1:length(PCBs_CV_bySite_result[1,]), function(x) length(PCBs_CV_bySite_result[1,][[x]])))
variables.length.p95 <- quantile(sapply(1:length(PCBs_CV_bySite_result[1,]), function(x) length(PCBs_CV_bySite_result[1,][[x]])),0.95)
variables <- names(sort(table(names(unlist(unname(PCBs_CV_bySite_result[1,])))),decreasing = TRUE)[1:variables.length.p95])
variables <- list(id = variables, name = na.omit(ID.convert$GeneName[match(variables,ID.convert$GeneID2)]))
variables.coef = unlist(lapply(1:ncol(PCBs_CV_bySite_result), function(x) na.omit(PCBs_CV_bySite_result[1,][[x]][variables$id])))
geomean_func = function(x) {exp(mean(log(x)))}
variables.coef.aggregate = aggregate(variables.coef, list(Gene = names(variables.coef)),mean)
colnames(variables.coef.aggregate)[2] = "coef"
variables.coef.aggregate = data.frame(name = ID.convert$GeneName[match(variables.coef.aggregate$Gene, ID.convert$GeneID2)], variables.coef.aggregate)

# R square, or deviance ratio

# dev.ratio
dev.ratio.n <- ncol(PCBs_CV_bySite_result)
dev.ratio.mean <- mean(unlist(unname(PCBs_CV_bySite_result[2,])))
dev.ratio.s <- sd(unlist(unname(PCBs_CV_bySite_result[2,])))
margin <- qt(0.975,df=dev.ratio.n-1)*dev.ratio.s/sqrt(dev.ratio.n)
dev.ratio.PCBs = c(mean = dev.ratio.mean, margin = margin)
# print(dev.ratio.PCBs)
# mean      margin 
# 0.766489759 0.001045139 


# ## 
predict.result = unlist(unname(PCBs_CV_bySite_result[4,])) # only the overlapping part 
predict.result2 = unlist(unname(PCBs_CV_bySite_result[5,])) # only the overlapping part site average 
Predictions.by.site = tibble(site= names(predict.result2), predictions= predict.result2,  genomic.PCB.mean = contaminant.geoMean.bysite.genomic[names(predict.result2)], proper_site2 = siteMAP.all$propersite[match(names(predict.result2), siteMAP.all$SiteID)])
Predictions.by.individual = tibble(MergeID = names(predict.result), proper_site2 = siteMAP.all$propersite[match(str_sub(names(predict.result),3,4), siteMAP.all$SiteID)], predicted.PCBs = predict.result,  measured.PCBs = contamin.array[names(predict.result)])
PCBs.predictions.lasso.aggregate = list(by.site = Predictions.by.site, by.individual = Predictions.by.individual)
# saveRDS(PCBs.predictions.lasso.aggregate, "PCBs.predictions.lasso.aggregate.rds")  

# list all predictions, variables, R2 and model performance 
PCBs.performance.report <- list(PCBs.performance.bysite.overlapped.report = PCBs.performance.bysite.overlapped.report, PCBs.performance.bysite.allgenomic.report = PCBs.performance.bysite.allgenomic.report, PCBs.performance.byindividual.overlapped.report = PCBs.performance.byindividual.overlapped.report, PCB.variables = list(variables,variables.coef.aggregate), PCBs.dev.ratio = dev.ratio.PCBs)
# saveRDS(PCBs.performance.report, "PCBs.performance.report.rds")

```
</br>
Because not evey nest was selected for measuring chemistry, the following performance metrics are calculated by   

- PCBs_CV_bySite_result by site: only include those nest with chemistry measurements and calculate accuracy and errors using predicted site geometric mean  
- PCBs.performance.bysite.allgenomic: include all nest with or without chemistry measurements and calculate accuracy and errors using predicted site geometric mean 
- PCBs.performance.byindividual: include all nest with chemistry measurements and calculate accuracy and errors using predicted individual concentrations. 

```{r construct performance.metrics, message=FALSE, warning=FALSE}
Result = unlist(unname(PCBs_CV_bySite_result[5,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.bysite.overlapped.report = evaluation_funciton.bysite(Result = Result) 

Result = unlist(unname(PCBs_CV_bySite_result[7,])) ## all genomic samples 
PCBs.performance.bysite.allgenomic.report = evaluation_funciton.bysite(Result = Result) 
# 
# ## overlapped portion PCBs
# $performance.result
# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE
# 0.111969112     0.004056795     0.583011583     0.845841785     0.755319149     0.322580645     0.451612903     0.229426453
# ## all genomic samples PCBs
# $performance.result
# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE
# 0.065306122     0.004347826     0.632653061     0.847826087     0.773049645     0.322580645     0.451612903     0.232414433

# PCBs_CV_bySite_result by individual, only use overlapped portion 
Result = unlist(unname(PCBs_CV_bySite_result[4,])) ##  genomic samples overlapped with contaminated samples 
PCBs.performance.byindividual.overlapped.report = evaluation_funciton.byindividual(Result = Result) 

# error.top    error.bottom    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
# 0.1002028       0.1817585       0.7346856       0.6286089       0.6760385       0.4234694       0.3724490       0.3985988 

performance.metrics <- round(data.frame(PCBs.performance.bysite.overlapped.report$performance.result, PCBs.performance.bysite.allgenomic.report$performance.result, PCBs.performance.byindividual.overlapped.report[[2]]),3)
colnames(performance.metrics) <- c("by.site (with chemistry only)", "by.site (all genomic samples)", "by.nest (with chemistry only)")
# saveRDS(performance.metrics, "PCB.performance.metrics.rds")

```
</br>

### PCBs lasso prediction results {.tabset}
- Predicted vs actural yy plot by site  
: predicted vs actural PCB concentration; color by those site with prediction value above or below top 1/3 or bottom 1/3 PCB among all the sites 

- Predicted vs actural yy plot by site with 99.9% confidence interval  
: add 99.9% CI on Predicted vs actural yy plot by site  

- Remediation effectiveness evaluation in Waukegan  
: add Waukegan value throughout the year on Predicted vs actural yy plot by site  

- Predicted vs actural yy plot by nest  
: the model is trained by individual nest  

- model performance  
: accuracy and error ; accurate predicting top 1/3 or bottom 1/3 ; error : predicting top 1/3 but end up bottom 1/3 or vice versa

- Predictor genes selected in the model  
: list the predictor genes in the model 


#### Predicted vs actural yy plot by site 
```{r Predicted vs actural yy plot by site, fig.width=6, fig.height=5, fig.cap = "Predicted vs actural PCB concentrations yy plot by site" , echo=FALSE}
##Figure S2a PCBs yy plot 
plot_data <- readRDS("PCBs.predictions.lasso.aggregate.rds")
plot_data2 <- plot_data$by.site
plot_data2 <- plot_data2 %>% group_by(proper_site2) %>% summarise(predictions = mean(predictions), geometric.mean = mean(genomic.PCB.mean)) %>% ungroup()
plot_data2$percentile <- "M"
plot_data2$percentile[plot_data2$predictions <= 2.26] <- "L"
plot_data2$percentile[plot_data2$predictions >= 2.715] <- "H"

# Scatterplot
yyplot.bysite <- ggplot(plot_data2, aes(x=predictions, y=geometric.mean)) +
  geom_point(aes(col = percentile)) +
  labs(y="log10 Total PCBs (ng/g wet weight)",
       x="Predicted log10 Total PCBs (ng/g wet weight)",
       title="")+
  stat_cor(method = "spearman", label.x = 1.75, label.y = 3.5, cor.coef.name = "rho", size = 2.5) +
  stat_cor(method = "pearson", label.x = 1.75, label.y = 3.4, cor.coef.name = "R" , size = 2.5) +
  geom_text(aes(1.75, 3.6, hjust = 0, label = paste0("MSE"," = " ,round(performance.metrics$`by.site (with chemistry only)`[9],digits = 3)) ), size = 2.5) +
  scale_color_manual(name="Predicted [PCBs]", 
                     labels = c("above 67th", "middle", "below 33rd"), 
                     values = c("H"="red", "M" = "lightgray", "L"="blue")) +
  geom_hline(yintercept=2.26, linetype="dashed", color = "blue") +
  geom_hline(yintercept=2.715, linetype="dotted", color = "red")+
  geom_text(aes(3.15, 2.05, label = "33rd percentile", vjust = - 1), color = "blue") +
  geom_text(aes(3.15, 2.75, label = "67th percentile", vjust = - 1), color = "red") +
  geom_vline(xintercept=2.26, linetype="dotdash", color = "blue")+
  geom_vline(xintercept=2.715, linetype="dotdash", color = "red")+
  theme_bw(base_size = 11)
yyplot.bysite
```
#### Predicted vs actural yy plot by site with 99.9% confidence interval 

```{r Predicted vs actural yy plot by site with 0.999 confidence interval, fig.width=5, fig.height=5, echo=FALSE}

##Figure S2a.2 PCBs yy plot 

plot_data <- readRDS("PCBs.predictions.lasso.aggregate.rds")
plot_data2 <- plot_data$by.site
plot_data2 <- plot_data2 %>% group_by(proper_site2) %>% summarise(predictions = mean(predictions), geometric.mean = mean(genomic.PCB.mean)) %>% ungroup()

fit.PCB <- lm(geometric.mean ~ predictions, data = plot_data2)
dat <- predict(fit.PCB, interval="confidence", level = 0.999)
plot_data2$inside <- ifelse(plot_data2$geometric.mean < dat[,"upr"] & plot_data2$geometric.mean > dat[,"lwr"], "in", "out")

# plot_data2$str <- "C"
# plot_data2$str[plot_data2$inside == "out" & plot_data2$geometric.mean < 2.26] <- "L"
# plot_data2$str[plot_data2$inside == "out" & plot_data2$geometric.mean > 2.715] <- "H"

# 
# yyplot.bysite1_1 <- ggplot(plot_data2, aes(x=predictions, y=geometric.mean)) +
#   geom_point(aes(col = str),  show.legend = FALSE) +
#   scale_color_manual(name="", 
#                      labels = c("I", "", "II"), 
#                      values = c("H"="red", "C" = "dark gray", "L"="blue")) +
#   labs(y="log10 Total PCBs (ng/g wet weight)",
#        x="Predicted log10 Total PCBs (ng/g wet weight)",
#        title="")+
#   # geom_text_repel(data = plot_data2[plot_data2$str == "c",], aes(label = proper_site2, x= predictions, y= geometric.mean))+
#   geom_text_repel(data = plot_data2, aes(label = proper_site2, x=predictions, y=geometric.mean)) +
#   geom_label(x=2.2, y=3.6, label="I", size = 10, color = "red", label.padding = unit(0.55, "lines")) + 
#   geom_label(x=2.8, y=1.5, label="II", size = 10, color = "blue", label.padding = unit(0.55, "lines") # Rectangle size around label
#              ) + 
#   # stat_cor(method = "spearman", label.x = 1.75, label.y = 3.7, cor.coef.name = "rho", size = 2.5) +
#   # stat_cor(method = "pearson", label.x = 1.75, label.y = 4, cor.coef.name = "R" , size = 3.5, color = "red") +
#   # geom_text(aes(1.75, 3.8, hjust = 0, label = paste0("MSE"," = " ,round(performance.metrics$`by.site (with chemistry only)`[9],digits = 3)) ), size = 2.5) +
#   geom_smooth(method=lm, color='gray', fill='lightblue', level=0.999, formula = "y ~ x") +
#   theme_classic(base_size = 11)

# 
# # Scatterplot
yyplot.bysite2.1 <- ggplot(plot_data2, aes(x=predictions, y=geometric.mean)) +
  geom_point(aes(col = inside),  show.legend = FALSE) +
  scale_color_manual(name="",
                     labels = c("out", "in"),
                     values = c("out"="red", "in"="gray")) +
  labs(y="log10 Total PCBs (ng/g wet weight)",
       x="Predicted log10 Total PCBs (ng/g wet weight)",
       title="")+
  # geom_text_repel(data = plot_data2[!plot_data2$str == "C",], aes(label = proper_site2, x=predictions, y=geometric.mean)) +
  geom_smooth(method=lm, color='gray', fill='lightblue', level=0.999, formula = "y ~ x") +
  # geom_smooth(method="loess", color='gray', fill='lightblue', level=0.95, formula = "y ~ x") +
  theme_classic(base_size = 11)

yyplot.bysite2.2 <- ggplot(plot_data2, aes(x=predictions, y=geometric.mean)) +
  geom_point(aes(col = inside),  show.legend = FALSE) +
  scale_color_manual(name="",
                     labels = c("out", "in"),
                     values = c("out"="red", "in"="gray")) +
  labs(y="log10 Total PCBs (ng/g wet weight)",
       x="Predicted log10 Total PCBs (ng/g wet weight)",
       title="")+
  geom_text_repel(data = plot_data2, aes(label = proper_site2, x=predictions, y=geometric.mean)) +
  geom_smooth(method=lm, color='gray', fill='lightblue', level=0.999, formula = "y ~ x") +
  theme_classic(base_size = 11)



yyplot.bysite2.1



# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PCBs_discusscomplexmixture.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# yyplot.bysite2.1
# dev.off()
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PCBsv2_discusscomplexmixture.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# yyplot.bysite2.2
# dev.off()


```

#### Remediation effectiveness evaluation in Waukegan

```{r check remediation status, fig.width=7, fig.height=6, echo=FALSE, message=FALSE}
plot_data <- readRDS("PCBs.predictions.lasso.aggregate.rds")
plot_data2 <- plot_data$by.site
plot_data2 <- plot_data2 %>% group_by(proper_site2) %>% summarise(predictions = mean(predictions), geometric.mean = mean(genomic.PCB.mean)) %>% ungroup()
plot_data2.RM.wk <- plot_data2[!plot_data2$proper_site2 == "Waukegan",]
plot_data3 <- plot_data$by.individual
plot_data3.wk <-  plot_data3[plot_data3$proper_site2 == "Waukegan",] %>% group_by(MergeID ) %>% summarise(predictions = mean( predicted.PCBs), actural = mean(measured.PCBs)) %>% ungroup()
plot_data3.wk$year <- paste0("20",str_sub(plot_data3.wk$MergeID, 1,2))
plot_data3.wk$year[plot_data3.wk$year %in% c("2010","2011","2012")] <- "Before 2013"
plot_data3.wk$remediation <- "After dredging"
plot_data3.wk$remediation[plot_data3.wk$year == "2013"] <- "Year of dredging"
plot_data3.wk$remediation[plot_data3.wk$year == "Before 2013"] <- "Before dredging"
plot_data3.wk2 <- plot_data3.wk %>% group_by(year) %>% summarise(predictions = mean(predictions), actural = mean(actural), remediation = remediation) %>% ungroup() %>% distinct()

cbbPalette <- c("#000000", "#E69F00", "#56B4E9", "#009E73", "#F0E442", "#0072B2", "#D55E00", "#CC79A7")

## lm regression fit line for plotting arrow 
fit.PCB.wk <- lm(actural  ~ predictions, data = plot_data3.wk)
dat.wk <- predict(fit.PCB.wk)

yyplot.bysite.remediation <- ggplot(plot_data2, aes(x=predictions, y=geometric.mean)) +
  geom_point(data= plot_data3.wk2, aes(x=predictions , y=actural, shape = remediation), size = 3) +
  geom_text_repel(data= plot_data3.wk2, aes(label = year, x=predictions , y=actural), size = 3) + 
  scale_shape_manual(values= c(15,16,17), breaks = c("Before dredging", "Year of dredging", "After dredging"), 
                     labels = c("Before dredging", "Year of dredging", "After dredging")) + 
  labs(y="log10 Total PCBs (ng/g wet weight)", x="Predicted log10 Total PCBs (ng/g wet weight)",title="")+
  geom_smooth(method=lm, color='gray', fill='lightgray', level=0.999, formula = "y ~ x") +
  theme_classic(base_size = 11)

yyplot.bysite.remediation
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PCBs_yyplot.remediation.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# yyplot.bysite.remediation
# dev.off()

```

#### Predicted vs actural yy plot by nest
```{r Predicted vs actural yy plot by nest, fig.width=6, fig.height=6, echo=FALSE}
##Figure S2a PCBs yy plot 
plot_data <- readRDS("PCBs.predictions.lasso.aggregate.rds")
plot_data <- plot_data$by.individual %>% group_by(MergeID) %>% summarise(predictions = mean(predicted.PCBs), actural = mean(measured.PCBs)) %>% ungroup()
# Scatterplot
yyplot.bynest <- ggplot(plot_data, aes(x=predictions , y=actural)) +
  geom_point() +
  labs(y="log10 Total PCBs (ng/g wet weight)",
       x="Predicted log10 Total PCBs (ng/g wet weight) ",
       title="")+
  stat_cor(method = "spearman", label.x = 1, label.y = 3.8, cor.coef.name = "rho", size = 2.5) +
  stat_cor(method = "pearson", label.x = 1, label.y = 3.6, cor.coef.name = "R" , size = 2.5) +
  geom_text(aes(1, 4, hjust = 0, label = paste0("MSE"," = " ,round(performance.metrics$`by.nest (with chemistry only)`[9],digits = 3))), size = 2.5) +
  theme_bw(base_size = 8)
yyplot.bynest

```

#### model performance
```{r show table, echo=FALSE}
performance.metrics <- readRDS("/home/chiyen/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/PCB.performance.metrics.rds")
knitr::kable(performance.metrics, caption = "PCBs lasso regression model performance metrics")
```

#### Predictor genes selected in the model   

```{r dev.ratio, echo=FALSE}
knitr::kable(PCBs.performance.report$PCB.variables[[2]][,c(1,3,2)], "simple", caption = "PCBs top predictor genes and coefficient", align = "lcc")
```
```{r PCB MSE by sample size, include=FALSE}
## then calcuate MSE and RMSE sites_verifications = c("WK","HW","SP")
Con="PCBs_data";Con_ind="TOTAL PCBs"
contaminant.geoMean.bysite <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(value.geoMean) %>% log10() ## log10 of contaminant value
names(contaminant.geoMean.bysite) <- data.contaminants.majorSubset.geo.bysite %>% filter(Key == Con_ind) %>% dplyr::pull(MergeSite) 
nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
match1 <- colnames(counts.tswallow.norm) %in% nestid
counts.con  <-  counts.tswallow.norm[,match1]
contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind) %>%　mutate(value.adjust.log = log10(value.adjust))
contamin.array <- contamin.matrix$value.adjust.log
names(contamin.array) = contamin.matrix$MergeID
contamin.matrix.mean <- contamin.matrix %>% group_by(MergeSite) %>% summarise(geoMean = mean(value.adjust.log)) %>% ungroup()
contamin.matrix.mean$MergeSite[31] = "NA"
contaminant.geoMean.bysite.genomic <- contamin.matrix.mean$geoMean
names(contaminant.geoMean.bysite.genomic) <- contamin.matrix.mean$MergeSite
test.result =which(str_sub(names(sapply(1:1240, function(x) unname(PCBs_CV_bySite_result[4,])[[x]][1])),3,4) %in% c("WK","HW","SP")) # select those individuals in WK HW SP 
Result = unname(PCBs_CV_bySite_result[4,])[test.result] ## 120 total


WK.mse.all <- {}
SP.mse.all <- {}
HW.mse.all <- {}
for (k in 1:100) {
## randomly select 3 to 10 individuals to calculate MSE
predictions.by.size <- {}
output.all <- list()
for (j in rep(3:10, each=10)) {
  predictions.mean.all <- {}
  for (i in 1:120) {
  predictions.mean = mean(sample(Result[[i]],j))
  predictions.mean.all = c(predictions.mean.all, predictions.mean)
  output = list(names(sample(Result[[i]],j)))
  output.all = c(output.all, output)
  }
  predictions.mean.all2 = data.frame(value = predictions.mean.all, size = j, site = rep(c("WK","SP","HW"), each = 40))
  predictions.by.size = rbind(predictions.by.size, predictions.mean.all2)
}
}
## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
predictions2 = cbind(as_tibble(predictions.by.size), actural.mean = contaminant.geoMean.bysite.genomic[predictions.by.size$site]) # prediction and measured geometric mean by size
predictions3 = predictions2 %>% mutate(delta.square = (value - actural.mean)^2) %>% group_by(size, site) %>% summarise(MSE = mean(delta.square)) # calculate MSE
predictions4 = as.data.frame(predictions3)
predictions4$size = as.factor(predictions4$size)
predictions4 = predictions4 %>% group_by(site) %>% mutate(MSE.norm = as.numeric(scale(MSE))) %>% ungroup() # normalized z-score MSE
predictions4$size = as.numeric(predictions4$size)
predictions4$propersite = "NA"
predictions4$propersite[predictions4$site == "HW"] = "ZugIsland"
predictions4$propersite[predictions4$site == "SP"] = "RiverRaisin"
predictions4$propersite[predictions4$site == "WK"] = "Waukegan"

## find elbow sample size 
get.elbow.points.indices <- function(x, y, threshold) {
  d1 <- diff(y) / diff(x) # first derivative
  d2 <- diff(d1) / diff(x[-1]) # second derivative
  indices <- which(abs(d2) > threshold)  
  return(indices)
}

loess.samplesize = loess(MSE.norm~size, data = predictions4)
smoothed <- predict(loess.samplesize)
smoothed <- smoothed[!duplicated(smoothed)]

# first approximate the function, since we have only a few points
x <- 1:8
y <- smoothed
ap <- approx(x, y, n=1000, yleft=min(y), yright=max(y))
x = ap$x
y = ap$y
indices <- get.elbow.points.indices(x, y, 20)# threshold for huge jump = 1e4
x[indices]
#[1] 4.99 # there is one such point
plot(x, y, pch=19)
points(x[indices], y[indices], pch=19, col='red') ## pick the second one

# saveRDS(predictions4, "/home/chiyen/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/samplesize_vs_MSE_by_site.plotdatav2.rds")

```
#### MSE by sample size 
```{r MSE by sample size, echo=FALSE, fig.width=6, fig.height=5, message=FALSE}
predictions4 <- readRDS("samplesize_vs_MSE_by_site.plotdatav2.rds")
MSE_samplesize_plot1 <- ggplot(data=predictions4, aes(x=size, y=MSE.norm)) +
  geom_point(aes(shape = propersite), size = 1)+
  geom_smooth(method="loess")+
  guides(color=guide_legend(title="site"),shape=guide_legend(title="sample size"))+
  geom_vline(xintercept = 4.99, linetype="dotted")+
  theme_classic(base_size = 12)

MSE_samplesize_plot1
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure6_MSE_samplesize_plotV2.tiff", units="in", width=5, height=4, res=300, compression = 'lzw') 
# MSE_samplesize_plot1
# dev.off()
```

### PCBs top gene predictors functions and pathways  {.tabset}

PCBs top predictor genes heatmap  
: correlation between PCB concentration, top predictor gene logFC, top predictor gene model coef. , top predictor gene up or downregulated and their corresponding Reactome pathways  

PCBs lasso selected genes heatmap deatil functions and pathways  
: detail GO terms and Reactome pathways

PCB correlation between logFC logCPM and model coef  
: the correlation between top predictor genes between logFC, logCPM (counts), and PCB model coef. measured in top 1/3 logFC individuals 

```{r PCBs functions heatmap data processing, include=FALSE}
## editting go and reactome terms 

## load function/ pathway expalanation 
library(xml2)
PCBs_bp.data.raw <- read_xml("PCBs_2ndLasso_funcionts.xml") ## from  PANTHER17.0 add citation https://academic.oup.com/nar/article/49/D1/D394/6027812?login=false
id = xml_text(xml_find_all(PCBs_bp.data.raw, "//result/term/id"))
term = xml_text(xml_find_all(PCBs_bp.data.raw, "//result/term/label"))
number_in_list = as.numeric(xml_text(xml_find_all(PCBs_bp.data.raw, "//result/input_list/number_in_list")))
number_in_reference = as.numeric(xml_text(xml_find_all(PCBs_bp.data.raw, "//result/number_in_reference")))
pValue = as.numeric(xml_text(xml_find_all(PCBs_bp.data.raw, "//pValue")))
fold_enrichment = as.numeric(xml_text(xml_find_all(PCBs_bp.data.raw, "//fold_enrichment")))
quest.id = lapply(1:11208, function(x) paste0("result[", x, "]/input_list/mapped_id_list/mapped_id"))
mapped_id = lapply(1:11208, function(x) xml_text(xml_find_all(PCBs_bp.data.raw, quest.id[[x]])))
mapped_id = mapped_id[-17]
names(mapped_id) = id

table.panther = tibble(term = term, number_in_list = number_in_list, number_in_reference = number_in_reference, pValue = pValue, fold_enrichment = fold_enrichment)
## remove UNCLASSIFIED
table.panther = table.panther[-17,]
## remove fold enrichment = 0 
table.panther = tibble(id = id , table.panther)
table.panther = table.panther %>% filter(fold_enrichment > 0)
PCBs_bp.panther = table.panther
PCBs_bp.panther.mapped_id = mapped_id[PCBs_bp.panther$id]

## check lasso selected PAHs related genes funcions and plot as heatmap 
PCBs_bp.panther.trim = PCBs_bp.panther %>% filter(number_in_reference < 4000 & number_in_reference > 30) %>%  filter(number_in_list  > 2)  # pick 4000 and 30 for more common terms for classification

Revigo_pcb_trim_list <- read.table("Revigo_BP_OnScreenTable.tsv") # doi:10.1371/journal.pone.0021800, using small,  remove obsolete GO terms: YES, work with gallus gallus 9031, semantic similarity measure default setting
colnames(Revigo_pcb_trim_list) = Revigo_pcb_trim_list[1,]
Revigo_pcb_trim_list = as_tibble(Revigo_pcb_trim_list[-1,]) %>% top_n(-30, Dispensability) # pick top 30 terms after using Revigo 
Revigo_pcb_trim_list <- Revigo_pcb_trim_list$TermID
PCBs_bp.panther.trim = PCBs_bp.panther.trim %>% filter(id %in% Revigo_pcb_trim_list)

PCBs_bp.panther.mapped_id$all = unique(na.omit(variables.coef.aggregate$name))
PCBs_bp.panther.data = unlist(PCBs_bp.panther.mapped_id)
names(PCBs_bp.panther.data) = str_sub(names(PCBs_bp.panther.data), 1,10)
names(PCBs_bp.panther.data)[grep("all",names(PCBs_bp.panther.data))] = "all"
PCBs_bp.panther.data = data.frame(GOBP_ID = names(PCBs_bp.panther.data), name = PCBs_bp.panther.data)
PCBs_bp.panther.data = dplyr::left_join(PCBs_bp.panther.data, variables.coef.aggregate)
PCBs_bp.panther2 = PCBs_bp.panther
colnames(PCBs_bp.panther2)[1] = "GOBP_ID"
PCBs_bp.panther.data = dplyr::left_join(PCBs_bp.panther.data, PCBs_bp.panther2)

PCBs.bp.select = c("all", PCBs_bp.panther.trim$id)

PCBs_bp.panther.data$term[PCBs_bp.panther.data$GOBP_ID == "all"] = "all"
data <- as_tibble(PCBs_bp.panther.data[,c(1,2,4,5)])
data <- pivot_wider(data, names_from = "name",values_from = "coef")
data <- data %>% filter(GOBP_ID %in% PCBs.bp.select)
data.matrix = data[,3:51]
# data.matrix[is.na(data.matrix)] = 0
data.matrix = as.matrix(data.matrix)
row.names(data.matrix) = data$term
data.matrix[is.na(data.matrix)] = 0
GOBP_data.matrix = data.matrix

## load PCBs pathway  
library(xml2)
library(dplyr)
PCBs_reactome.data.raw <- read_xml("PCBs_2ndLasso_pathways.xml") ## from  PANTHER17.0 add citation https://academic.oup.com/nar/article/49/D1/D394/6027812?login=false
id = xml_text( xml_find_all( PCBs_reactome.data.raw, "//term/id" ) )
label = xml_text( xml_find_all( PCBs_reactome.data.raw, "//term/label" ) )
number_in_reference = xml_text( xml_find_all( PCBs_reactome.data.raw, "//number_in_reference" ))
number_in_list = xml_text( xml_find_all( PCBs_reactome.data.raw, "//number_in_list" ))
pValue = xml_text( xml_find_all( PCBs_reactome.data.raw, "//pValue" ))
fold_enrichment = xml_text( xml_find_all( PCBs_reactome.data.raw, "//fold_enrichment" ))
quest.list = lapply(1:1631, function(x) paste0("result[", x, "]/input_list/mapped_id_list/mapped_id"))
mapped_id =   lapply(1:1631, function(x) xml_text( xml_find_all( PCBs_reactome.data.raw, quest.list[[x]])))
mapped_id = mapped_id[-1]
names(mapped_id) = id

PCBs_reactome.data = data.frame(label = label,number_in_reference=as.numeric(number_in_reference), number_in_list=as.numeric(number_in_list),pValue=as.numeric(pValue),fold_enrichment=as.numeric(fold_enrichment))[-1,]
PCBs_reactome.data = cbind(id = id , PCBs_reactome.data)
PCBs_reactome.data = as_tibble(PCBs_reactome.data)
PCBs_reactome.data = PCBs_reactome.data %>% filter(fold_enrichment > 0) %>% filter(number_in_list > 1) ## filter out emply cells and only one hit result
PCBs_reactome.data.mapped_id = mapped_id[PCBs_reactome.data$id]
PCBs_reactome.data.mapped_id$all = unique(na.omit(variables.coef.aggregate$name)) ## add all row

PCBs_reactome.data.mapped.data = unlist(PCBs_reactome.data.mapped_id)
names(PCBs_reactome.data.mapped.data) = str_remove(names(PCBs_reactome.data.mapped.data), "\\d$") 
names(PCBs_reactome.data.mapped.data)[grep("all",names(PCBs_reactome.data.mapped.data))] = "all"
names(PCBs_reactome.data.mapped.data)[names(PCBs_reactome.data.mapped.data) == "R-GGA-1625821" ] = "R-GGA-162582"

PCBs_reactome.panther.data = data.frame(Reactome_ID = names(PCBs_reactome.data.mapped.data), name = PCBs_reactome.data.mapped.data)
PCBs_reactome.panther.data = dplyr::left_join(PCBs_reactome.panther.data, variables.coef.aggregate)
PCBs_reactome.panther2 = PCBs_reactome.data[,1:5]
colnames(PCBs_reactome.panther2)[1] = "Reactome_ID"
PCBs_reactome.panther.data = dplyr::left_join(PCBs_reactome.panther.data, PCBs_reactome.panther2)

PCBs_reactome.panther.data$label[PCBs_reactome.panther.data$Reactome_ID == "all"] = "all"
data <- as_tibble(PCBs_reactome.panther.data[,c(1,2,4,5)])
data <- pivot_wider(data, names_from = "name",values_from = "coef")
data.matrix = data[,3:51]
# data.matrix[is.na(data.matrix)] = 0
data.matrix = as.matrix(data.matrix)
row.names(data.matrix) = data$label
data.matrix[is.na(data.matrix)] = 0
Reactome_data.matrix = data.matrix

PCBs_lasso_by_site_50_functional_data = list(panther_result = PCBs_bp.panther, gene_mapped_panther_result = PCBs_bp.panther.data, heatmap.bp.plot.data = GOBP_data.matrix, 
                                             heatmap.reactome.plot.data = Reactome_data.matrix, top_go_terms = PCBs.bp.select)
# saveRDS(PCBs_lasso_by_site_50_functional_data,  "PCBs_lasso_by_site_50_functional_data.rds")


## making heatmap data (logFC, PCBs concentration, PCB coef )
Con="PCBs_data";Con_ind="TOTAL PCBs"
siteMAP.all2 = siteMAP.all %>% distinct()
siteMAP.all2 = siteMAP.all2 %>% mutate(AOC_name = contaminants.coldata.subset2$AOC[match(as.character(siteMAP.all2$SiteID), contaminants.coldata.subset2$MergeSite)])
siteMAP.all2$AOC_name[siteMAP.all2$SiteID == "NA"] <- "MilwaukeeEstuary"
siteMAP.all2 = siteMAP.all2[!is.na(siteMAP.all2$AOC_name),]
siteMAP.all2$AOC_name[siteMAP.all2$AOC_name == "."] = "Ref"
siteMAP.all2$AOC_name[grep("Non",siteMAP.all2$AOC_name)] = "Non-AOC"
nestid <- contaminants.coldata.subset2 %>% filter(Key == Con_ind) %>% dplyr::pull(MergeID)
match1 <- colnames(counts.tswallow.norm) %in% nestid
## counts data for PCBs
counts.con  <-  counts.tswallow.norm[,match1]

counts.con.subset <- counts.con[PCBs.performance.report[[4]][[2]][,2][!is.na(PCBs.performance.report[[4]][[2]][,1])],] # select those with proper gene name 
row.names(counts.con.subset) <- as.character(na.omit(PCBs.performance.report[[4]][[2]][,1])) # rename to proper genen name
## make matrix 
counts.con.subset.matrix <- as.matrix(counts.con.subset)
counts.con.subset.site <-  siteMAP.all$propersite[match(str_sub(colnames(counts.con.subset.matrix),3,4), siteMAP.all$SiteID)]
counts.con.subset.AOC <- siteMAP.all2$AOC_name[match(counts.con.subset.site,siteMAP.all2$propersite)]

contaminant.geoMean = contaminant.geoMean.bysite.genomic
names(contaminant.geoMean) = siteMAP.all2$propersite[match(names(contaminant.geoMean), siteMAP.all2$SiteID)]

counts.con.subset.sitePCBlabel <- contaminant.geoMean[counts.con.subset.site]
names(counts.con.subset.sitePCBlabel) <- counts.con.subset.site
counts.con.subset.sitePCBlabel[counts.con.subset.sitePCBlabel < 2.264] <- "< 33th percentile"  
counts.con.subset.sitePCBlabel[counts.con.subset.sitePCBlabel > 2.715] <- "> 67th percentile"
counts.con.subset.sitePCBlabel[counts.con.subset.AOC == "Non-AOC"] <- "Non-AOC"
counts.con.subset.sitePCBlabel[counts.con.subset.AOC == "Ref"] <- "Ref"
counts.con.subset.sitePCBlabel[grep("\\.",counts.con.subset.sitePCBlabel)] <- "33 - 67 percentile"
counts.con.subset.sitePCBlabel <- factor(counts.con.subset.sitePCBlabel, levels = c("> 67th percentile","33 - 67 percentile","< 33th percentile" ,"Non-AOC", "Ref"))

## matching PCBs data 
contamin.matrix <- contaminants.coldata.subset2 %>% dplyr::slice(match(colnames(counts.con), contaminants.coldata.subset2$MergeID)) %>% filter(Key == Con_ind) %>%　mutate(value.adjust.log = log10(value.adjust))
contamin.array <- contamin.matrix$value.adjust.log
contamin.array.order <- order(contamin.array)
names(contamin.array) = contamin.matrix$MergeID
```

#### PCBs top predictor genes heatmap

```{r PCBs top predictor genes heatmap, message=FALSE, echo=FALSE, fig.width=9, fig.height=10}
Reactome.PCBs.subset = c("Signal Transduction" , "Metabolism of lipids" , "Immune System" , "Cardiac conduction", "Hemostasis")
Reactome_data.matrix.t = t(Reactome_data.matrix[,colnames(GOBP_data.matrix)])

heatmap.anno = as.data.frame(Reactome_data.matrix.t[row.names(counts.con.subset.matrix),Reactome.PCBs.subset]) # make row annotaion from lasso coef and reactome pathways 
heatmap.anno[heatmap.anno > 0] <- "up"
heatmap.anno[heatmap.anno < 0] <- "down"
heatmap.anno[heatmap.anno == 0] <- NA
heatmap.anno <- cbind(PCB.coef = Reactome_data.matrix.t[row.names(counts.con.subset.matrix),"all"], heatmap.anno)
heatmap.anno$`Signal Transduction` <- as.factor(heatmap.anno$`Signal Transduction`)
heatmap.anno$`Metabolism of lipids` <- as.factor(heatmap.anno$`Metabolism of lipids`)
heatmap.anno$`Immune System` <- as.factor(heatmap.anno$`Immune System`)
heatmap.anno$`Cardiac conduction` <- as.factor(heatmap.anno$`Cardiac conduction`)
heatmap.anno$Hemostasis <- as.factor(heatmap.anno$Hemostasis)

library(circlize)
library(dendsort)
col_fun = colorRamp2(c(-0.2, 0, 0.2), c("blue", "white", "red"))


## figure PCBs_lasso50_heatmap.v4
## normalized by starlake average counts
counts.con.subset.matrix.corrected = counts.con.subset.matrix - rowMeans(counts.con.subset.matrix[,grep("SL", colnames(counts.con.subset.matrix))])
# row_dend = dendsort(hclust(dist(counts.con.subset.matrix.corrected), method = "ward.D2"))
col_dend = dendsort(hclust(dist(t(counts.con.subset.matrix.corrected), method = "euclidean"), method = "complete"))
rows.cor <- dendsort(hclust(as.dist(1- cor(t(counts.con.subset.matrix.corrected), use = "pairwise.complete.obs", method = "pearson")), method = "complete"), isReverse = TRUE)

## add expression 
heatmap.anno2 = heatmap.anno
heatmap.anno2$expression = rowMeans(counts.con.subset.matrix)
heatmap.anno2 = heatmap.anno2[,c(1,7,2,3,4,5,6)]

lgd = Legend(title = "Reactome pathways", legend_gp  = gpar(fill = c("red","blue")), 
                      labels = c("up", "down"))
PCBs_lasso50_heatmap.v4 <-
  Heatmap(t(counts.con.subset.matrix.corrected), name = "logFC", cluster_columns = rows.cor, cluster_rows = col_dend, show_row_names = FALSE, column_names_gp = gpar(fontsize = 8),
          column_title = "", left_annotation = rowAnnotation(`[PCBs]` = anno_points(contamin.array), site.PCBs = counts.con.subset.sitePCBlabel, gap = unit(0.2, "cm"), 
                                                                      col = list(site.PCBs = c("> 67th percentile" = "#E78AC3", "33 - 67 percentile" = "#FC8D62", "< 33th percentile" = "#66C2A5", "Non-AOC" = "#A6D854",  "Ref" = "#8DA0CB"))), 
          bottom_annotation = HeatmapAnnotation(df = heatmap.anno2[,c(1,3:7)], col = list(PCB.coef = col_fun,
                                                                               `Signal Transduction` = c("down" = "blue", "NA" = "white", "up" = "red"),
                                                                              `Metabolism of lipids` = c("down" = "blue", "up" = "red"),
                                                                              `Immune System` = c("down" = "blue", "up" = "red"),
                                                                              `Cardiac conduction` = c("down" = "blue", "up" = "red"),
                                                                              `Hemostasis` = c("down" = "blue", "up" = "red")), 
                                                show_legend = c(TRUE,FALSE, FALSE, FALSE, FALSE, FALSE), annotation_name_gp = gpar(fontsize = 10)))

draw(PCBs_lasso50_heatmap.v4, annotation_legend_list = lgd)
# saveRDS(PCBs_lasso50_heatmap.v4, "PCBs_logFC_heatmap.rds")

# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure5a_PCBs_logFC_heatmap.tiff", units="in", width=9, height=10, res=300, compression = 'lzw') ## aspect ratio 1.6
# ## add legend annotation 
# draw(PCBs_lasso50_heatmap.v4, annotation_legend_list = lgd)
# dev.off()
```

####  PCBs lasso selected genes heatmap deatil functions and pathways

```{r PCBs lasso selected genes heatmap deatil functions and pathways, echo=FALSE, fig.width=9, fig.height=10}
PCBs_lasso_by_site_50_functional_data <- readRDS("PCBs_lasso_by_site_50_functional_data.rds")
GOBP_data.matrix <- PCBs_lasso_by_site_50_functional_data$heatmap.bp.plot.data
Reactome_data.matrix <- PCBs_lasso_by_site_50_functional_data$heatmap.reactome.plot.data
  
## figure supplementary
## combine go and reactome 
GOBP_data.matrix.t= t(GOBP_data.matrix)
## remove "all"
GOBP_data.matrix.t2 = GOBP_data.matrix.t[,-31]
## correct not equal to 0 = 1 
GOBP_data.matrix.t2[GOBP_data.matrix.t2 !=0] = 1


Reactome_data.matrix.t = t(Reactome_data.matrix[,colnames(GOBP_data.matrix)])
Reactome_data.matrix.t2 = Reactome_data.matrix.t
Reactome_data.matrix.t2 = Reactome_data.matrix.t2[,-31]
Reactome_data.matrix.t2[Reactome_data.matrix.t2 != 0] = 1

## heatmap annotation
ha = rowAnnotation(PCB.coef = anno_numeric(round(as.numeric(GOBP_data.matrix.t[,"all"]), digits =2), bg_gp = gpar(fill = c("green", "red"))) , annotation_name_rot = 0)


row_dend = dendsort(hclust(dist(GOBP_data.matrix.t[,-31])))

## GO terms 
H1 = Heatmap(GOBP_data.matrix.t2, name = "Total PCBs - \n Lasso regression \n average coef.", column_names_gp = gpar(fontsize = 9), row_names_gp = gpar(fontsize = 11), column_title = "GO:BP", 
             cluster_rows = row_dend, show_row_dend = FALSE, col = c("white", "black"), rect_gp = gpar(col = "gray", lwd = 1),show_heatmap_legend = FALSE)
## order by coef
H1.v2 = Heatmap(GOBP_data.matrix.t2, name = "Total PCBs - \n Lasso regression \n average coef.", column_names_gp = gpar(fontsize = 9), row_names_gp = gpar(fontsize = 11), column_title = "GO:BP", 
                row_order = order(as.numeric(GOBP_data.matrix.t[,"all"])), col = c("white", "black"), rect_gp = gpar(col = "gray", lwd = 1), show_heatmap_legend = FALSE)
## Reactome pathways                 
H2 = Heatmap(Reactome_data.matrix.t2, show_heatmap_legend = FALSE, column_names_gp = gpar(fontsize = 9), row_names_gp = gpar(fontsize = 11), column_title = "Reactome", show_row_dend = FALSE, rect_gp = gpar(col = "gray", lwd = 1), col = c("white", "black"), right_annotation = ha)

# PCBs_BP_Reactome_heatmap = H1 + H2
PCBs_BP_Reactome_heatmap.v2 = H1.v2 + H2
# saveRDS(PCBs_BP_Reactome_heatmap.v2, "PCBs_BP_Reactome_heatmap.rds")

## figure5av2
# draw(H1+H2, padding = unit(c(24, 5, 2, 2), "mm"), ) ## see right heatmap in following

## figure5av3
draw(H1.v2+H2, padding = unit(c(24, 5, 2, 2), "mm"), ) ## see right heatmap in following

Reactome.PCBs.subset = c("Signal Transduction" , "Metabolism of lipids" , "Immune System" , "Cardiac conduction", "Hemostasis")

```

#### PCB correlation between logFC logCPM and model coef

```{r correlation between logFC logCPM and model coef, message=FALSE, warning=FALSE, fig.width=6, fig.height=6, echo=FALSE}
## average logFC for lasso selected genes by calculating  individuals with top PCBs tertile based on above col_dend
PCBs_gene_logFC_abs <- abs(rowSums(counts.con.subset.matrix.corrected[,col_dend$labels[col_dend$order > 130]])/66) ## only choose those birds with > 2/3 logFC relative to star lake 
PCBs_gene_logCPM <- rowMeans(counts.con.subset.matrix)
PCBs_gene_lasso_coef <- heatmap.anno$PCB.coef
names(PCBs_gene_lasso_coef) <- row.names(heatmap.anno)
PCBs_gene_in_lassmodel.matrix <- data.frame(logFC_abs = PCBs_gene_logFC_abs, log_counts = PCBs_gene_logCPM, PCBs_coef_abs = abs(PCBs_gene_lasso_coef))
PCBs_gene_in_lassmodel.matrix %>% ggpairs(upper = list(continuous = wrap("cor", method = "pearson")))+theme_bw()

PCB_logFC_correlation_plot <- PCBs_gene_in_lassmodel.matrix %>% ggpairs(upper = list(continuous = wrap("cor", method = "pearson")))+theme_bw()
# saveRDS(PCB_logFC_correlation_plot,"FigureS4a_PCB_logFC_correlation_plot.rds")
# 
# 
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/FigureS4a_PCBs_counts_logFC_coef_correlation.tiff", units="in", width=5, height=5, res=300, compression = 'lzw') ## aspect ratio 1.6
# PCBs_gene_in_lassmodel.matrix %>% ggpairs(upper = list(continuous = wrap("cor", method = "pearson")))+theme_bw()
# dev.off()
```
</br>

## 2. Determine lasso regression models to predict PAH concentrations   
</br>

*Start from first round top genes (110) genes and refine lasso regression analysis for the second round*  
</br>

### Load data  
</br>

`GLRI_coldata`  
: chemistry data ("Dioxin" "MultiRedsiduePest" "PAHs" "PBDEs" "LRPCBs" "HRPCBs" "Pesticides" "PFCs" "PPCPs")  

`data.contaminants.majorSubset.geo.bysite`
: geometric mean of each contaminant key by site  

`contaminants.coldata.subset`
: only includes the nestlings with genomic information and removes PAHs data  

`ID.convert`
: gene ID convertion table between tree swallow gene pseudo name and chicken gene name  

`siteMAP.all`
: site ID and propersite name convertion Table  

`dds.bothSex.adjusted or counts.tswallow`
: normalized count matrix for all nestlings, adjusted for batch difference  

`Cont.major.list`
: major contaminants ("Nonachlor, cis-_C", "Heptachlor Epoxide_C",   "Nonachlor, trans-_C",  "PFDA_C", "Chlordane, oxy-_C", "Total Parent PAHs", "Total PBDE", "Total PAHs","Total PCBs","Total_PFCs")

`counts.tswallow.norm`
: vst transformed normalized counts   

`topgene.list`
: 110 top genes determined from the first round of lasso regression analysis. Detail can be found [here](GLRI_MS2_FirstRound_lasso.nb.html)  


```{r Load PAHs data, include=FALSE}
## 2nd round regression with PAHs by site
## lasso regression by site average geoMean / contaminants 
## Determine top1000 genes from each contaminants
# load data 
GLRI_coldata <- readRDS("GLRI_coldata_to2020.rds")
# Determine min contamin value for each Key
GLRI_coldata <- GLRI_coldata$contaminants %>% filter(!is.na(Value))
# Load GeoMean
data.contaminants.majorSubset.geo.bysite <- readRDS("data_contaminants_majorSubset_geo_bysite.rds")
data.contaminants.majorSubset.geo.bysite$MergeSite[data.contaminants.majorSubset.geo.bysite$MergeSite == "ref"] <- "SL"
## combine all duplicated items by MergeSite
data.contaminants.majorSubset.geo.bysite <- data.contaminants.majorSubset.geo.bysite %>% group_by(proper_site2,MergeSite,Key) %>% summarise(value.geoMean2 = mean(value.geoMean)) %>% ungroup()
colnames(data.contaminants.majorSubset.geo.bysite)[colnames(data.contaminants.majorSubset.geo.bysite) == "value.geoMean2"] <- "value.geoMean" ## change the name back
# Load Genomic ID convert table 
ID.convert <- readRDS("IDmap_final.rds") ## gene ID Convert table
# Load site coldata map
siteMAP.all <- as_tibble(readRDS("siteMAP_all.rds")) ## site ID convert Table
siteMAP.all$SiteID[siteMAP.all$propersite == "StarLake"] <- "SL"
# Load gene expression data
dds.bothSex.adjusted <- readRDS("dds.bothSex.adjusted.outlierRM.rds") ## normalized count matrix
dds.bothSex.adjusted$propersite2 <- as.character(siteMAP.all$propersite[match(dds.bothSex.adjusted$site, siteMAP.all$SiteID)])# add propersite2 as site full name 
counts.tswallow <- assay(dds.bothSex.adjusted) # count matrix
# major contaminant for comparison
# Cont.major.list <- c("Nonachlor, cis-_C", "Heptachlor Epoxide_C",   "Nonachlor, trans-_C",  "PFDA_C", "Chlordane, oxy-_C", "Total Parent PAHs", "Total PBDE", "Total PAHs","Total PCBs","Total_PFCs")
counts.tswallow.norm <- vst(dds.bothSex.adjusted)
counts.tswallow.norm <- assay(counts.tswallow.norm)
topgene.list = readRDS("lasso_topgene_bySite_PAHs.rds") ## top 110 genes 

```

### Load self-determined functions 
</br>


- `lasso.by.site.top100(Con,Con_ind,i,Min_L,s)` : Lasso leave one (site) out cross-validaiton model training, Min_L for the lowest the lamda cv goes 10^(-2,-3,-4); s: lamda.sequence: 1) 1se 2) min 3) log median  

- `Run_lasso_by_site.top100(n,Con,Con_ind,N_train,Min_L,s)` : Run `lasso.by.site.top100` with n runs throughout all 28 sites = 28n   

- `evaluation_funciton.bysite.PAH` : generate performance metrics 


```{r Load self-determined functions, warning=FALSE, message=FALSE}

# N: N repeat leave one (site) out validation;  Min_L for the lowest the lamda cv goes 10^(-2,-3,-4); s: lamda.sequence: 1) 1se 2) min 3) log median 
lasso.by.site.top100 <- function(Con,Con_ind,i,Min_L,s) {
  BySiteResult.withlamdaP <- {} ## refresh
  variables.all <- list()
  predict.site.test.all <- list()
  match1 <- str_sub(colnames(counts.tswallow.norm),3,4) %in% contaminants.coldata.subset2$MergeSite
  counts.con  <-  counts.tswallow.norm[,match1]
  counts.con.batch <- as.factor(as.character(dds.bothSex.adjusted$batch2)[match1])
  counts.con.sex <- as.factor(as.character(dds.bothSex.adjusted$sex)[match1])
  counts.con.contamin <- log10(contaminants.coldata.subset2$value.geoMean[match(str_sub(colnames(counts.con),3,4), contaminants.coldata.subset2$MergeSite)])
  ## Building matrix 
  if (length(levels(counts.con.batch)) > 1) {
    counts.con.t <- as.data.frame(t(counts.con[topgene.list,]))
    counts.con.t <- cbind(counts.con.t, batch = counts.con.batch, sex = counts.con.sex, contaminant = counts.con.contamin)
    m <- model.matrix(contaminant ~ batch +., counts.con.t)
    m <- m[,-1] } else {
      counts.con.t <- as.data.frame(t(counts.con[topgene.list,]))
      counts.con.t <- cbind(counts.con.t, sex = counts.con.sex, contaminant = counts.con.contamin)
      m <- model.matrix(contaminant ~ ., counts.con.t)
      m <- m[,-1] }  
  
  site.all <- str_sub(colnames(counts.con),3,4)
  # print(length(unique(site.all)))
  site <- unique(str_sub(colnames(counts.con),3,4))
  site.test <- site[i]
  match1.test <- site.all == site.test
  training = sample(which(!match1.test), size =  round(sum(!match1.test)*0.9))
  l.1se.all = {}
  l.min.all = {}
  l.median.all = {}
  for (j in 1:20) {
  l.1se <- {} ## repeat 10 times to avoid outlier in cross validation 
  l.min <- {}
  cvfit <- cv.glmnet(x=m[training,], y=counts.con.t$contaminant[training], nfolds = 10, alpha = 1, lambda = 10^seq(0,Min_L,length=600))
  l.1se <- cvfit$lambda.1se
  l.min <- cvfit$lambda.min
  l.median <- exp(mean(c(log(l.1se),log(l.min))))
  l.1se.all <- c(l.1se.all,l.1se)
  l.min.all <- c(l.min.all,l.min)
  l.median.all <- c(l.median.all,l.median)
  }
  l.1se = median(l.1se.all)
  l.min = median(l.min.all)
  l.median = median(l.median.all)
  lamda.sequence <- c(l.1se,l.min,l.median)  
  names(lamda.sequence) <- c("1se","min","median")
  fit <- glmnet(x=m[training,], y=counts.con.t$contaminant[training], alpha = 1, lambda = 10^seq(0,Min_L,length=600))
  error.result <- assess.glmnet(fit, newx = m[match1.test,], newy = counts.con.t$contaminant[match1.test], s = lamda.sequence[s])
  error.term <- c(error.result$mse, error.result$mae)
  names(error.term) <- c("mse","mae")
  variables <- coef(fit, s = lamda.sequence[s], gamma = 1)  
  variables <- variables[,1][!(variables[,1] == 0)]
  variables <- variables[-1]
  pseudo_R2 <- fit$dev.ratio[which(sort(c(lamda.sequence[s],10^seq(0,Min_L,length=600)),decreasing = TRUE) == lamda.sequence[s])[1] -1]
  predict.site <- predict(fit, newx = m[match1.test,], s = lamda.sequence[s])
  result = list(lamda.sequence,error.term,variables,pseudo_R2,predict.site)
  names(result) <- c("lamda.sequence","mse_mae","variables","pseudo_R2","predict.site")
  return(result)
}
Run_lasso_by_site.top100 <- function(n,Con,Con_ind,N_train,Min_L,s) {
  TIME1 <- Sys.time()
  lassositeResult.run <- foreach(i = rep(1:28,each= n) , .packages = c("stringr", "dplyr","glmnet"), .export = c("lasso.by.site.top100", "contaminants.coldata.subset2","topgene.list","counts.tswallow.norm","dds.bothSex.adjusted", "data.contaminants.majorSubset.geo.bysite")) %dopar% {
    lasso_result <- Vectorize(lasso.by.site.top100)(Con,Con_ind,i,Min_L,s)
    return(lasso_result)
  }
  TIME2 <- Sys.time()
  print(TIME2 - TIME1)
  return(lassositeResult.run)
  
}
evaluation_funciton.bysite.PAH <- function(Result) {
  result.all <- {}
  evaluation.result <- {}
  predictions = Result
  ## geoMean: only use overlapped genomic site individulas training samples to calculate geoMean
  predictions2 = data.frame(site = names(Result), predictions, geoMean = log10(contaminants.coldata.subset2$value.geoMean[match(names(Result),contaminants.coldata.subset2$MergeSite)]), b33 =  log10(quantile(contaminants.coldata.subset2$value.geoMean, probs = 0.33, na.rm = FALSE, names = FALSE)), t33 = log10(quantile(contaminants.coldata.subset2$value.geoMean, probs = 0.67, na.rm = FALSE, names = FALSE)))
  predictions3 = cbind(predictions2, is.top33 = predictions2$geoMean >= predictions2$t33, is.bottom33 = predictions2$geoMean <= predictions2$b33, is.top.predict = predictions2$predictions >= predictions2$t33, is.bottom.predict = predictions2$predictions <= predictions2$b33)
  predictions.all = predictions3
  predictions.all$delta = (predictions.all$predictions - predictions.all$geoMean)^2
  MSE = sum(predictions.all$delta)/nrow(predictions.all)
  
  error.top =  sum(predictions.all$is.top.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.top.predict)
  
  error.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.top33)/ sum(predictions.all$is.bottom.predict) # 0 / 0 
  
  eorror.both = sum((predictions.all$is.top.predict & predictions.all$is.bottom33) | (predictions.all$is.bottom.predict & predictions.all$is.top33))/ sum(predictions.all$is.top.predict | predictions.all$is.bottom.predict)
  
  accuracy.top =  sum(predictions.all$is.top.predict & predictions.all$is.top33)/ sum(predictions.all$is.top.predict) 
  
  accuracy.bottom = sum(predictions.all$is.bottom.predict & predictions.all$is.bottom33)/ sum(predictions.all$is.bottom.predict) 
  
  accuracy.both = sum((predictions.all$is.top.predict & predictions.all$is.top33)  | (predictions.all$is.bottom.predict & predictions.all$is.bottom33))/ sum(predictions.all$is.bottom.predict | predictions.all$is.top.predict) 
  
  testing_ratio = c(top_ratio = sum(predictions.all$is.top33)/nrow(predictions.all), bottom_ratio = sum(predictions.all$is.bottom33)/nrow(predictions.all))
  
  performance.result = c(error.top = error.top,error.bottom = error.bottom, error.both = eorror.both, accuracy.top = accuracy.top ,accuracy.bottom = accuracy.bottom,accuracy.both = accuracy.both, testing_ratio, MSE = MSE)
  evaluation.result = list(predictions.by.site=predictions.all, performance.result = performance.result)
  return(evaluation.result)
}

```
</br>

### Builid lasso regression model to predict pool stomach PAH concentrations by site
*Run `Run_lasso_by_site.top100` with 40 re-sampling, 1120 leave one out cross validation; lamda 1se
then evaluate the model performance using `evaluation_funciton.bysite.PAH`*

```{r Data input for Run lasso for PAHs prediction, warning=FALSE, message=FALSE}
Con="PAHs_data";Con_ind="Total PAHs"
### edit subset for overlappign genomic samples with contaminant data 
contaminants.coldata.subset2 <-data.contaminants.majorSubset.geo.bysite
### Individual chemicals 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% filter(Key == Con_ind)
## combine all duplicated items using mean value becasue they have the same MergeSite ## only RiverRaisin will be affected 
contaminants.coldata.subset2 <- contaminants.coldata.subset2 %>% group_by(MergeSite, Key) %>% summarise(value.geoMean2 = mean(value.geoMean)) %>% ungroup()
colnames(contaminants.coldata.subset2)[colnames(contaminants.coldata.subset2) == "value.geoMean2"] <- "value.geoMean" ## change the name back
# print(sum(duplicated(contaminants.coldata.subset2$MergeSite))) ## check duplication again
```


```{r Run lasso for PAHs prediction, eval=FALSE}
cl <- parallel::makeCluster(12)
doParallel::registerDoParallel(cl)
PAHs_CV_bySite_result = Run_lasso_by_site.top100(n=40,Con=Con,Con_ind = Con_ind, Min_L = -2, s = 1)
parallel::stopCluster(cl)
# saveRDS(PAHs_CV_bySite_result, "PAHs_CV_bySite_result.rds")
```


```{r Run lasso for PAHs prediction and result processing, warning=FALSE, message=FALSE}
PAHs_CV_bySite_result <- readRDS("PAHs_CV_bySite_result.rds")
Result = sapply(1:1120, function(x) mean(PAHs_CV_bySite_result[[x]][5][[1]]))
names(Result) = sapply(1:1120, function(x) str_sub(row.names(PAHs_CV_bySite_result[[x]][5][[1]])[1],3,4))
PAHs.performance.bysite.report = evaluation_funciton.bysite.PAH(Result = Result) 
# print(PAHs.performance.bysite.report$performance.result)
 # error.top    error.bottom      error.both    accuracy.top accuracy.bottom   accuracy.both       top_ratio    bottom_ratio             MSE 
 #     0.07827476      0.00000000      0.07790143      0.74281150      1.00000000      0.74403816      0.42857143      0.17857143      0.13560998 

# Edit variables
variables.length.summary <-  summary(sapply(1:length(PAHs_CV_bySite_result), function(x) length(PAHs_CV_bySite_result[[x]][3][[1]])))
# Min. 1st Qu.  Median    Mean 3rd Qu.    Max. 
#   37.00   54.00   57.00   56.59   60.00   70.00 
variables.length.p95 <- quantile(sapply(1:length(PAHs_CV_bySite_result), function(x) length(PAHs_CV_bySite_result[[x]][3][[1]])),0.95)
variables <- names(sort(table(unlist(sapply(1:length(PAHs_CV_bySite_result), function(x) names(PAHs_CV_bySite_result[[x]][3][[1]])))),decreasing = TRUE)[1:variables.length.p95])
variables <- list(variables)
variables$name <- ID.convert$GeneName[match(variables[[1]],ID.convert$GeneID2)] 
variables.coef = unlist(lapply(1:length(PAHs_CV_bySite_result), function(x) na.omit(PAHs_CV_bySite_result[[x]][3][[1]][variables[[1]]])))
# geomean_func = function(x) {exp(mean(log(x)))}
variables.coef.aggregate = aggregate(variables.coef, list(Gene = names(variables.coef)),mean)
colnames(variables.coef.aggregate)[2] = "coef"
variables.coef.aggregate = data.frame(name = ID.convert$GeneName[match(variables.coef.aggregate$Gene, ID.convert$GeneID2)], variables.coef.aggregate)
# remove duplicates TFCP2L1 and CSMD1 
variables.coef.aggregate <- variables.coef.aggregate[c(-8,-10),] 

# dev.ratio
dev.ratio.n <- length(PAHs_CV_bySite_result)
dev.ratio <- sapply(1:dev.ratio.n, function(x) PAHs_CV_bySite_result[[x]][[4]])
dev.ratio.mean <- mean(dev.ratio)
dev.ratio.s <- sd(dev.ratio)
margin <- qt(0.975,df=dev.ratio.n-1)*dev.ratio.s/sqrt(dev.ratio.n)
dev.ratio.PAHs = c(mean = dev.ratio.mean, margin = margin)
# print(dev.ratio.PAHs)
# mean      margin 
# 0.734270005 0.001355791 

# Construct panther GO analysis 
library(xml2)
PAHs_bp.data.raw <- read_xml("PAHs_2ndLasso_funcionts.xml") ## from  PANTHER17.0 http://www.pantherdb.org/
id = xml_text(xml_find_all(PAHs_bp.data.raw, "//result/term/id"))
term = xml_text(xml_find_all(PAHs_bp.data.raw, "//result/term/label"))[-319] # remove no class item
number_in_list = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//result/input_list/number_in_list")))[-319]
number_in_reference = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//result/number_in_reference")))[-319]
pValue = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//pValue")))[-319]
fold_enrichment = as.numeric(xml_text(xml_find_all(PAHs_bp.data.raw, "//fold_enrichment")))[-319]
mapped_id = sapply(1:319, function(x) xml_text(xml_children(xml_find_all(PAHs_bp.data.raw, "//result/input_list/mapped_id_list")[x])))[-319]
names(mapped_id) <- id
PAHs_bp.panther = tibble(id = id, term = term, number_in_list = number_in_list, number_in_reference = number_in_reference, pValue = pValue, fold_enrichment = fold_enrichment, mapped_id = mapped_id)
PAHs_bp.panther.mapped_id = PAHs_bp.panther$mapped_id
## check lasso selected PAHs related genes funcions and plot as heatmap 
PAHs_bp.panther.trim = PAHs_bp.panther %>% filter(number_in_reference < 5000 & number_in_reference > 200)  # select more general go terms 
PAHs_bp.panther.mapped_id$all = unique(na.omit(variables.coef.aggregate$name))
PAHs_bp.panther.data = data.frame(GOBP_ID = rep(names(PAHs_bp.panther.mapped_id), sapply(1:319, function(x) length(PAHs_bp.panther.mapped_id[[x]])) ), name = unlist(PAHs_bp.panther.mapped_id, use.names = FALSE))
PAHs_bp.panther.data = dplyr::left_join(PAHs_bp.panther.data, variables.coef.aggregate)
PAHs_bp.panther2 = PAHs_bp.panther
colnames(PAHs_bp.panther2)[1] = "GOBP_ID"
PAHs_bp.panther.data = dplyr::left_join(PAHs_bp.panther.data, PAHs_bp.panther2[,1:6])

## Using Revigo to remove redundnat GO terms : PLoS ONE 2011. doi:10.1371/journal.pone.0021800 
# The Gene Ontology database (go.obo) which is dated Thursday, November 3, 2022.
# The UniProt-to-GO mapping database from the EBI GOA project (goa_uniprot_gcrp.gaf.gz) which is dated Friday, September 16, 2022.
Revigo.selected.gobp <- c(
  "all",
  "GO:0009987",
  "GO:0007010",
  "GO:0007154",
  "GO:0023052",
  "GO:0030029",
  "GO:0033554",
  "GO:0051716",
  "GO:0042592",
  "GO:0048523",
  "GO:0048878",
  "GO:0050896",
  "GO:0072359"
  )
PAHs_bp.panther.data$term[PAHs_bp.panther.data$GOBP_ID == "all"] = "all"
data <- as_tibble(PAHs_bp.panther.data[,c(1,2,4,5)])
data <- data %>% filter(GOBP_ID %in% Revigo.selected.gobp)
data <- data %>% spread(key = "name" , value = "coef")
data.matrix = data[,3:59]

data.matrix = as.matrix(data.matrix)
row.names(data.matrix) = data$term
data.matrix[is.na(data.matrix)] = 0

PAHs_lasso_by_site_50_functional_data = list(panther_result = PAHs_bp.panther, gene_mapped_panther_result = PAHs_bp.panther.data, heatmap_plot_data = data.matrix, top_go_terms = Revigo.selected.gobp)
# saveRDS(PAHs_lasso_by_site_50_functional_data,  "PAHs_lasso_by_site_50_functional_data.rds")
PAHs.performance.report <- list(PAHs.performance.bysite.report = PAHs.performance.bysite.report, PAHs.variables = list(variables,variables.coef.aggregate, PAHs_bp.panther.data), PAHs.dev.ratio = dev.ratio.PAHs)
# saveRDS(PAHs.performance.report, "PAHs.performance.reportaggregate.rds")

performance.metrics <- round(data.frame(PAHs.performance.report$PAHs.performance.bysite.report$performance.result),3)
colnames(performance.metrics) <- c("Pooled PAHs concentrations by site")
# saveRDS(performance.metrics, "PAHs.performance.metrics.rds")

```

### PAHs lasso prediction results {.tabset}

#### Predicted vs actural yy plot by site 
```{r PAHs yy plot, echo=FALSE}
## PAHs lasso plot 
PAHs.performance.report <- readRDS("PAHs.performance.reportaggregate.rds")

## figure for plotting PAH yy prediciton vs measured plot 

library(gghighlight)
library(ggpubr)
## PAHs lasso plot 

PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site <- PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site %>% mutate(predicted.percentile = "middle")
PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site$predicted.percentile[PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site$is.top.predict] <- "top"
PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site$predicted.percentile[PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site$is.bottom.predict] <- "bottom"


theme_set(theme_classic())
p <- ggplot(data=PAHs.performance.report$PAHs.performance.bysite.report$predictions.by.site, aes(x=predictions, y=geoMean)) + xlab("predicted log10 Total PAHs (ng/g wet wt.)") + ylab("log10 Total PAHs (ng/g wet wt.)")


PAHs.predictions.yyplot.v2 <-
  p + 
  geom_point(aes(col =  predicted.percentile)) +
  scale_color_manual(name="Predicted [PAHs]", 
                     labels = c("above 67th", "middle", "below 33rd"), 
                     values = c("top"="red", "middle" = "lightgray", "bottom"="blue"))+
                      geom_hline(yintercept=1.805, linetype="dotted", color = "blue") +
  geom_hline(yintercept=2.190, linetype="dotted", color = "red")+
  geom_vline(xintercept=2.190, linetype="dotdash", color = "red")+
  geom_vline(xintercept=1.805, linetype="dotdash", color = "blue")+
  geom_text(aes(2.61, 1.805, label = "33rd percentile", vjust = - 1), color = "blue") +
  geom_text(aes(2.61, 2.190, label = "67th percentile", vjust = - 1), color = "red") +
  stat_cor(method = "spearman", label.x = 1.75, label.y = 3.5, cor.coef.name = "rho")+
  stat_cor(method = "pearson", label.x = 1.75, label.y = 3.4, cor.coef.name = "R")+
  theme_bw(base_size = 12)

PAHs.predictions.yyplot.v2
```

#### Predicted vs actural yy plot by site with CI  
```{r Predicted vs actural yy plot by site with CI, echo=FALSE}
## PAHs lasso plot 
PAHs.performance.report <- readRDS("PAHs.performance.reportaggregate.rds")

## figure for plotting PAH yy prediciton vs measured plot 

library(gghighlight)
library(ggpubr)
## PAHs lasso plot 
plot.data.PAHs <- as_tibble(PAHs.performance.bysite.report$predictions.by.site[,c(1,2,3)])
plot.data.PAHs <- plot.data.PAHs %>% group_by(site) %>% summarise(predictions = mean(predictions), measured = mean(geoMean)) %>% ungroup()
plot.data.PAHs <- plot.data.PAHs %>% mutate(proper_site2 = siteMAP.all$propersite[match(plot.data.PAHs$site, siteMAP.all$SiteID)])

fit.PAHs <- lm(measured ~ predictions, data = plot.data.PAHs)
dat <- predict(fit.PAHs, interval="confidence", level = 0.999)
plot.data.PAHs$inside <- ifelse(plot.data.PAHs$measured < dat[,"upr"] & plot.data.PAHs$measured > dat[,"lwr"], "in", "out")


# 
# # Scatterplot
PAHs.yyplot.bysite2.1 <- ggplot(plot.data.PAHs, aes(x=predictions, y=measured)) +
  geom_point(aes(col = inside),  show.legend = FALSE) +
  scale_color_manual(name="",
                     labels = c("out", "in"),
                     values = c("out"="red", "in"="gray")) +
  labs(y="log10 Total PAHs (ng/g wet wt.)",
       x="Predicted log10 Total PAHs (ng/g wet wt.)",
       title="")+
  # geom_text_repel(data = plot_data2[!plot_data2$str == "C",], aes(label = proper_site2, x=predictions, y=geometric.mean)) +
  geom_smooth(method=lm, color='gray', fill='lightblue', level=0.999, formula = "y ~ x") +
  # geom_smooth(method="loess", color='gray', fill='lightblue', level=0.95, formula = "y ~ x") +
  theme_classic(base_size = 11)

PAHs.yyplot.bysite2.2 <- ggplot(plot.data.PAHs, aes(x=predictions, y=measured)) +
  geom_point(aes(col = inside),  show.legend = FALSE) +
  scale_color_manual(name="",
                     labels = c("out", "in"),
                     values = c("out"="red", "in"="gray")) +
  labs(y="log10 Total PAHs (ng/g wet wt.)",
       x="Predicted log10 Total PAHs (ng/g wet wt.)",
       title="")+
  geom_text_repel(data = plot.data.PAHs, aes(label = proper_site2, x=predictions, y=measured)) +
  geom_smooth(method=lm, color='gray', fill='lightblue', level=0.999, formula = "y ~ x") +
  theme_classic(base_size = 11)


# # 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PAHss_discusscomplexmixture.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# PAHs.yyplot.bysite2.1
# dev.off()
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PAHssV2_discusscomplexmixture.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# PAHs.yyplot.bysite2.2
# dev.off()
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_PAHssV2_discusscomplexmixture.tiff", units="in", pointsize = 10, width=6, height=6, res=300, compression = 'lzw')
# PAHs.yyplot.bysite2.2
# dev.off()
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_discusscomplexmixtureV1.tiff", units="in", pointsize = 12, width=5, height=10, res=300, compression = 'lzw')
# ggarrange(yyplot.bysite2.1, PAHs.yyplot.bysite2.1,
#           labels = c("a", "b"),
#           ncol = 1, nrow = 2)
# dev.off()
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure_pending_discusscomplexmixtureV2.tiff", units="in", pointsize = 12, width=6, height=12, res=300, compression = 'lzw')
# ggarrange(yyplot.bysite2.2, PAHs.yyplot.bysite2.2,
#           labels = c("a", "b"),
#           ncol = 1, nrow = 2)
# dev.off()


PAHs.yyplot.bysite2.1
```

#### model performance
```{r PAHs show performance table, echo=FALSE}
performance.metrics <- readRDS("PAHs.performance.metrics.rds")
knitr::kable(performance.metrics, caption = "PAHs lasso regression model performance metrics")
```


#### Predictor genes selected in the model   

```{r PAHs dev.ratio, echo=FALSE}
PAHs.top.predictors <- as_tibble(PAHs.performance.report$PAHs.variables[[2]][!is.na(PAHs.performance.report$PAHs.variables[[2]]$name) ,c(1,3,2)])
knitr::kable(PAHs.top.predictors, "simple", caption = "PAHs top predictor genes and coefficient", align = "lcc")
```
### PAHs top gene predictors functions and pathways {.tabset}


#### PAHs lasso selected genes heatmap

```{r Figure 5b PAHs lasso selected genes heatmap, echo=FALSE, message=FALSE, warning=FALSE, fig.width=11, fig.height=9}

## figure plotting site average count heatmap against PAHs concentration 
PAHs_GOBP_subset = c("cellular process","response to stimulus","negative regulation of cellular process","homeostatic process","cellular response to stress","cytoskeleton organization")

# contaminants.coldata.subset2
match1 <- str_sub(colnames(counts.tswallow.norm),3,4) %in% contaminants.coldata.subset2$MergeSite
counts.con  <-  counts.tswallow.norm[,match1]
counts.con.mean.subset <- t(counts.con[variables.coef.aggregate$Gene[!is.na(variables.coef.aggregate$name)],])
counts.con.mean.subset <- as_tibble(cbind(id = str_sub(row.names(counts.con.mean.subset),3,4), counts.con.mean.subset))
counts.con.mean.subset <- counts.con.mean.subset %>% gather(key = "gene", value = "normalized.counts", -id) 
counts.con.mean.subset$normalized.counts <- as.numeric(counts.con.mean.subset$normalized.counts)
counts.con.mean.subset <- counts.con.mean.subset %>% group_by(id,gene) %>% summarise(counts.mean = mean(normalized.counts)) %>% ungroup()
counts.con.mean.subset <- counts.con.mean.subset %>% spread(key=gene, value = counts.mean)
counts.con.mean.subset.matrix = as.matrix(counts.con.mean.subset[,2:55])
colnames(counts.con.mean.subset.matrix) =  variables.coef.aggregate$name[match(colnames(counts.con.mean.subset)[2:55], variables.coef.aggregate$Gene)]
counts.con.mean.subset.matrix <- counts.con.mean.subset.matrix[,!duplicated(colnames(counts.con.mean.subset.matrix))] # remove duplicate 
row.names(counts.con.mean.subset.matrix) <- siteMAP.all$propersite[match(counts.con.mean.subset$id, siteMAP.all$SiteID)]

## corrected PAHs count matrix subset for heatmap divide by StarLake expression level
counts.con.mean.subset.matrix.SLcorrect <- t(t(counts.con.mean.subset.matrix) - t(counts.con.mean.subset.matrix)[,"StarLake"])[-20,]
counts.con.contamin <- log10(contaminants.coldata.subset2$value.geoMean[match(counts.con.mean.subset$id, contaminants.coldata.subset2$MergeSite)])
names(counts.con.contamin) = siteMAP.all$propersite[match(counts.con.mean.subset$id, siteMAP.all$SiteID)]
## add percentile label for annotaion 
counts.con.contamin.label <- counts.con.contamin
counts.con.contamin.label[counts.con.contamin > 2.190] <-  "> 67th percentile"
counts.con.contamin.label[counts.con.contamin < 1.805] <- "< 33th percentile"
counts.con.contamin.label[counts.con.contamin < 2.190 & counts.con.contamin > 1.805] <- "33 - 67 percentile"
counts.con.contamin.label[names(counts.con.contamin.label) %in% c("GreenMnt","IndianRidge","WildRiceLake","MaryJane","Oscoda")] <- "Non-AOC"
counts.con.contamin.label <- factor(counts.con.contamin.label, levels = c("> 67th percentile","33 - 67 percentile","< 33th percentile", "Non-AOC"))
## edit data.matrix for PAHs_GOBP_subset
PAHs_GOBP_subset.matrix <- data.matrix[PAHs_GOBP_subset,]
PAHs_GOBP_subset.matrix.temp <- PAHs_GOBP_subset.matrix
PAHs_GOBP_subset.matrix[PAHs_GOBP_subset.matrix.temp > 0] <- "up"
PAHs_GOBP_subset.matrix[PAHs_GOBP_subset.matrix.temp < 0] <- "down"
PAHs_GOBP_subset.matrix[PAHs_GOBP_subset.matrix.temp == 0] <- NA
PAHs_GOBP_subset.matrix <- t(PAHs_GOBP_subset.matrix)
PAHs_GOBP_subset.matrix <- PAHs_GOBP_subset.matrix[colnames(counts.con.mean.subset.matrix.SLcorrect),]

PAHs.heatmap.anno <- data.frame(gene_name = colnames(counts.con.mean.subset.matrix.SLcorrect), PAHs.coef = variables.coef.aggregate$coef[match(colnames(counts.con.mean.subset.matrix.SLcorrect), variables.coef.aggregate$name)], 
                                expression = colMeans(counts.con.mean.subset.matrix), PAHs_GOBP_subset.matrix)
colnames(PAHs.heatmap.anno)[4:ncol(PAHs.heatmap.anno)] <- colnames(PAHs_GOBP_subset.matrix) # correct column name to "space" gapped 

library(dendsort)
library(circlize)
col_fun = colorRamp2(c(-0.2, 0, 0.2), c("blue", "white", "red"))

# row_dend = dendsort(hclust(dist(counts.con.mean.subset.matrix.SLcorrect, method = "euclidian"), method = "complete"), isReverse = TRUE)
col_dend = dendsort(hclust(dist(t(counts.con.mean.subset.matrix.SLcorrect), method = "euclidian"),method = "ward.D2"))
rows.cor <- dendsort(hclust(as.dist(1- cor(t(counts.con.mean.subset.matrix.SLcorrect), use = "pairwise.complete.obs", method = "pearson")), method = "complete"), isReverse = TRUE) ## using pearson correlation to see if sites have similar change of gene expression 


## figure PAHs_lasso50_heatmap.v3
PAHs_lasso50_heatmap.v1 <-
  Heatmap(counts.con.mean.subset.matrix.SLcorrect, name = "logFC", cluster_columns = col_dend, cluster_rows = rows.cor, show_row_names = TRUE, column_names_gp = gpar(fontsize = 8),
          column_title = "", left_annotation = rowAnnotation(`[PAHs]` = anno_points(counts.con.contamin[row.names(counts.con.mean.subset.matrix.SLcorrect)]), site.PAHs = counts.con.contamin.label[row.names(counts.con.mean.subset.matrix.SLcorrect)], gap = unit(0.2, "cm"), 
          col = list(site.PAHs = c("> 67th percentile" = "#E78AC3", "33 - 67 percentile" = "#FC8D62", "< 33th percentile" = "#66C2A5", "Non-AOC" = "#A6D854",  "Ref" = "#8DA0CB"))), 
          bottom_annotation = HeatmapAnnotation(df = PAHs.heatmap.anno[,c(-1,-3)], col = list(PAHs.coef = col_fun, 
                                                                              # expression = colorRamp2(c(4, 12.7), c("white", "red")),
                                                                              `cellular process` = c("down" = "blue", "up" = "red"),
                                                                              `response to stimulus` = c("down" = "blue", "up" = "red"),
                                                                              `negative regulation of cellular process` = c("down" = "blue", "up" = "red"),
                                                                              `homeostatic process` = c("down" = "blue", "up" = "red"),
                                                                              `cellular response to stress` = c("down" = "blue", "up" = "red"),
                                                                              `cytoskeleton organization` = c("down" = "blue", "up" = "red")), 
                                                        show_legend = c(TRUE,  FALSE, FALSE, FALSE, FALSE, FALSE, FALSE), annotation_name_gp = gpar(fontsize = 10)))
lgd_Bp_terms = Legend(title = "GO:BP terms", legend_gp  = gpar(fill = c("red","blue")), 
                      labels = c("up", "down"))
draw(PAHs_lasso50_heatmap.v1, annotation_legend_list = lgd_Bp_terms, adjust_annotation_extension = FALSE)

# 
# 
# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/Figure5b_PAHs_logFC_heatmap.tiff", units="in", width=9, height=9, res=300, compression = 'lzw') ## aspect ratio 1.6
# ## add legend annotation
# draw(PAHs_lasso50_heatmap.v1, annotation_legend_list = lgd_Bp_terms, heatmap_legend_side = "bottom", annotation_legend_side = "bottom", merge_legend = TRUE)
# dev.off()

```

#### PAH correlation between logFC, logCPM, and model coef

```{r PAH correlation between logFC, logCPM, and model coef, echo=FALSE}
## average logFC for lasso selected genes by calculating  sites with top PAHs tertile based on above col_dend
PAHs_gene_logFC_abs <- abs(colSums(counts.con.mean.subset.matrix.SLcorrect[rows.cor$labels[rows.cor$order > 18],])/9) ## pick top 1/3 logFC sites 
PAHs_gene_logCPM <- colMeans(counts.con.mean.subset.matrix)
PAHs_gene_lasso_coef <- PAHs.performance.report$PAHs.variables[[2]]$coef[match(names(PAHs_gene_logFC_abs),PAHs.performance.report$PAHs.variables[[2]]$name)]
names(PAHs_gene_lasso_coef) <- names(PAHs_gene_logFC_abs)
PAHs_gene_in_lassmodel.matrix <- data.frame(logFC_abs = PAHs_gene_logFC_abs, log_counts = PAHs_gene_logCPM, PAHs_coef_abs = abs(PAHs_gene_lasso_coef))
library("ggplot2")
library("GGally")

PAHs_logFC_correlation_plot <-
PAHs_gene_in_lassmodel.matrix %>% ggpairs(upper = list(continuous = wrap("cor", method = "pearson")))+theme_bw()


PAHs_logFC_correlation_plot
# saveRDS(PAHs_logFC_correlation_plot,"FigureS4b_PAHs_logFC_correlation_plot.rds")


# tiff("~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/All_figures/FigureS4b_PAHs_counts_logFC_coef_correlation.tiff", units="in", width=5, height=5, res=300, compression = 'lzw') ## aspect ratio 1.6
# PAHs_logFC_correlation_plot
# dev.off()

```

#### PAHs top gene predictors function heatmap 
```{r PAHs top gene predictors function heatmap, echo=FALSE, fig.width=5, fig.height=11}
library(ComplexHeatmap)
library(dendsort)

PAHs_GOBP_data.matrix.t = t(PAHs_lasso_by_site_50_functional_data$heatmap_plot_data[-1,])
PAHs_GOBP_data.matrix.t2 = PAHs_GOBP_data.matrix.t
PAHs_GOBP_data.matrix.t2[PAHs_GOBP_data.matrix.t2 != 0] = 1
ha = rowAnnotation(PAH.coef = anno_numeric(round(as.numeric(PAHs_lasso_by_site_50_functional_data$heatmap_plot_data["all",]), digits =2), bg_gp = gpar(fill = c("green", "red"))) , annotation_name_rot = 0)
row_dend = dendsort(hclust(dist(PAHs_GOBP_data.matrix.t)))
PAHs.H1 = Heatmap(PAHs_GOBP_data.matrix.t2, name = "Total PAHs - \n Lasso regression \n average coef.", column_names_gp = gpar(fontsize = 10), row_names_gp = gpar(fontsize = 11), column_title = "GO:BP", show_row_dend = FALSE, cluster_rows = row_dend, 
                  col = c("white", "black"), rect_gp = gpar(col = "gray", lwd = 1),show_heatmap_legend = FALSE, right_annotation = ha )

# saveRDS(PAHs_GOBP_data.matrix.t2, "~/Documents/work/Tswallow_chem_GLRI_update/GLRI_MS2_all/PAHs_GOBP_data.matrix.t2.rds")
# Figure S3b
PAHs.H1.v2 = Heatmap(PAHs_GOBP_data.matrix.t2, name = "Total PAHs - \n Lasso regression \n average coef.", column_names_gp = gpar(fontsize = 10), row_names_gp = gpar(fontsize = 11), column_title = "GO:BP", show_row_dend = FALSE, 
                     row_order = order(as.numeric(PAHs_lasso_by_site_50_functional_data$heatmap_plot_data["all",])), col = c("white", "black"), rect_gp = gpar(col = "gray", lwd = 1),show_heatmap_legend = FALSE, right_annotation = ha )

PAHs.H1.v2

```

### SessionInfo
```{r sessionInfo}
sessionInfo() 
```

