diff --git a/.Rproj.user/shared/notebooks/paths b/.Rproj.user/shared/notebooks/paths index ae1bda6f20d3cfc1b30c7d64046922ffac4813bb..94ba7813eb0413a10f79c2125c596bbcb64c6cb3 100644 --- a/.Rproj.user/shared/notebooks/paths +++ b/.Rproj.user/shared/notebooks/paths @@ -1,17 +1,3 @@ -/home/marie/Documents/stuart_package/stuart/NAMESPACE="2ECA567D" -/home/marie/Documents/stuart_package/stuart/R/geno_strains.R="AF4CFAD2" -/home/marie/Documents/stuart_package/stuart/R/genos-data.R="1CBE4D7A" -/home/marie/Documents/stuart_package/stuart/R/mark_allele.R="32D90792" -/home/marie/Documents/stuart_package/stuart/R/mark_estmap.R="2E43F0E2" -/home/marie/Documents/stuart_package/stuart/R/mark_match.R="39634C04" -/home/marie/Documents/stuart_package/stuart/R/mark_poly.R="D19CB401" -/home/marie/Documents/stuart_package/stuart/R/mark_prop.R="31DD9C22" -/home/marie/Documents/stuart_package/stuart/R/phenos-data.R="753628A1" -/home/marie/Documents/stuart_package/stuart/R/stuart_cross-data.R="2A7132AD" -/home/marie/Documents/stuart_package/stuart/R/stuart_newmap-data.R="86A2EB27" -/home/marie/Documents/stuart_package/stuart/R/stuart_tab-data.R="D77DF427" -/home/marie/Documents/stuart_package/stuart/R/tab_mark.R="4023F220" -/home/marie/Documents/stuart_package/stuart/R/write_rqtl.R="DA3DDAC1" -/home/marie/Documents/stuart_package/stuart/vignettes/stuart.Rmd="568884A2" +/home/marie/Documents/stuart/stuart_package/stuart/vignettes/stuart.Rmd="EE74038B" /mnt/zeus/zeus_mouselab/marie/map_after/map_after.R="6CD0FCD2" /mnt/zeus/zeus_mouselab/marie/stuart_estmap/stuart_estmap.R="E9861925" diff --git a/article/.RData b/article/.RData index 67fbbbc9b5f172165bc440fa1c8bc328f5dbb081..75643e1183f5019c82ba4674d9968e682a75162b 100644 Binary files a/article/.RData and b/article/.RData differ diff --git a/article/article_figures.Rmd b/article/article_figures.Rmd index f7b00645e447d3ceedcd4766c9145e80878721aa..f9e2b0f7c4de6c768d05a082c62efb63bfd3ffbe 100644 --- a/article/article_figures.Rmd +++ b/article/article_figures.Rmd @@ -5,7 +5,7 @@ date: "July 2021" output: html_document --- -## Goal and raw data +# Goal and raw data The goal of this script is to produce figure for the stuart package manuscript. @@ -28,30 +28,30 @@ library(stuart) source("files/QTL_plot.R") ``` -## Data load and use of stuart functions +# Data load and use of stuart functions -### genos dataframe +## genos dataframe Data frame from stuart with genotypes of 176 F2 individuals and parental strains. ```{r genos} data(genos) summary(genos) ``` -### phenos dataframe +## phenos dataframe Data frame from stuart with phenotypes of 176 F2 individuals for a quantitative trait. ```{r phenos} data(phenos) summary(phenos) ``` -### annotation file +## annotation file Annotation file from K.Broman: https://kbroman.org/MUGAarrays/mini_annotations.html ```{r annot} annot_mini <- read.csv(url("https://raw.githubusercontent.com/kbroman/MUGAarrays/master/UWisc/mini_uwisc_v2.csv")) summary(annot_mini) ``` -### parental strains genotypes +## parental strains genotypes 2 genotypes tables will be used: @@ -91,7 +91,7 @@ strns_ref <- strns_ref %>% select(name,parent1,parent2) %>% right_join(annot_min summary(strns_ref) ``` -### Use of stuart's functions +## Use of stuart's functions ```{r} data(stuart_tab) summary(stuart_tab) @@ -99,9 +99,304 @@ summary(stuart_tab) tab2 <- mark_match(stuart_tab,ref=strns_ref) tab2 <- mark_poly(tab2) tab2 <- mark_prop(tab2,cross="F2",homo=0.1,hetero=0.1,homo1X=c(0.1,1),homo2X=c(0.1,1),heteroX=c(0.1,1)) -tab2 <- mark_allele(tab2,ref=strns_ref,par1="parent1",par2="parent2") +tab2 <- mark_allele(tab2,ref=strns_ref,cross="F2",par1="parent1",par2="parent2") data(stuart_newmap) tab2 <- mark_estmap(tab2,map=stuart_newmap,dist=100) ``` +# Graphs + +## Grid mark_prop + +### Graph missing genotypes + +```{r graph_NA} +na_plot <- tab2 %>% mutate(prop_NA=n_NA/180) %>% ggplot(aes(x=prop_NA)) + + geom_histogram() + + scale_y_log10() + + theme_bw() + + labs(title="Proportion of missing genotyped", + x="Proportion of NA",y="Number of markers") + + theme( + aspect.ratio=0.8, + plot.title = element_text(hjust = 0.4,face="bold",size=14)) + +na_plot +``` + +### Graph proportion of genotypes + +```{r graph_prop} +prop_plot <- tab2 %>% filter(n_NA<88) %>% ggplot(aes(x=n_HM1/(n_HM1+n_HM2+n_HT),y=n_HM2/(n_HM1+n_HM2+n_HT),color=as.factor(exclude_prop))) + + geom_point() + + scale_color_manual(values=c("#66bd63","#b2182b")) + + #geom_text(aes(label=ifelse(exclude_prop=="1",SNP.Name,'')),hjust=0, vjust=0,size=2) + + labs(title="Exclusion of markers with mark_prop()", + x="Proportion of homozygous individuals AA", + y="Proportion of homozygous individuals BB", + color="Exclusion") + + theme_classic() + + theme( + aspect.ratio=0.8, + legend.position=c(0.8,0.8)) + + theme(plot.title = element_text(hjust = 0.4,face="bold",size=14)) +prop_plot +``` +### Grid + +Figure with graphs proportion of NA and exclusion depending on genotype proportions + + +```{r grid_na_prop} +grid <- plot_grid(na_plot,prop_plot, + ncol=1, + labels = c('A', 'B'), + label_size = 20, + byrow = TRUE + ) + +grid + +ggsave("figures/naprop.pdf",grid,width=5,height=8) + +rm(na_plot,prop_plot) +``` + +## Table alleles different between parental strains and F2s + +```{r allele} +#investigation of the role of mark_allele function +#prove that some marker with non corresponding alleles between parents and F2 + +#keep only markers that are exlcuded with mark_allele +allele <- tab2%>% + filter(exclude_allele==1&exclude_poly==0&exclude_prop==0) +strains_allele <- strns_ref %>% filter(marker %in% allele$marker) + +#join with strains genotypes to have parental strains +allele <- left_join(allele,strains_allele,by=c("marker"="marker")) + + +#most of markers excluded with mark_allele that were not excluded with other functions have N/H as genotype for parents +#keep only those with non missing/heterozygous genotypes +allele %<>% filter(parent1 != "N" & parent2 != "N") +allele %<>% select(marker,parent1,parent2,allele_1,allele_2,n_HM1,n_HM2,n_HT) +#keep only beggining of the table +allele <- allele[1:6,] + +print(allele) + +print(xtable::xtable(allele, type = "latex"), file = "tables/tab_alleles.tex",include.rownames=FALSE) +rm(allele,strains_allele) +``` + +## Graph number of markers kept after each function + +```{r barplot} +none <- tab2 %>% nrow() +match <- tab2 %>% filter(exclude_match==0) %>% nrow() +poly <- tab2 %>% filter(exclude_match==0&exclude_poly==0) %>% nrow() +prop <- tab2 %>% filter(exclude_match==0&exclude_poly==0&exclude_prop==0) %>% nrow() +allele <- tab2 %>% filter(exclude_match==0&exclude_poly==0&exclude_prop==0&exclude_allele==0) %>% nrow() + +barplot_df <- tibble( + fct = c("none","match","poly","prop","allele"), + markers = c(none, match, poly, prop, allele) +) + +functions_plot <- barplot_df %>% ggplot(aes(x=markers,y=fct)) + + geom_bar(stat="identity",width=0.6) + + geom_text(aes(label=markers), hjust=1.3, color="white", size=3.5) + + scale_y_discrete(limits=c("allele", "prop", "poly","match","none")) + + theme(aspect.ratio=0.7) + + labs(title="Number of markers kept after each step", + x="Number of markers", + y="Function used") + + theme_classic() + + theme(plot.title = element_text(hjust = 0.4,face="bold",size=14)) + +functions_plot +ggsave("figures/functions.pdf",functions_plot,width=5,height=3) + +rm(none,allele,match,poly,prop,barplot_df) +``` + +## Graph before after + +### Before: creation of Rqtl csv file + +```{r cross_before} +# filter at minima: remove non polymorphic and NA>0.5 +tab_before <- mark_poly(stuart_tab) +tab_before <- mark_prop(tab_before,cross="F2",homo=0,hetero=0) + +# create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab_before,ref=strns_ref,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster/cross_before.csv") +``` + +### Before: newmap and permutation + +These objects were produced on our cluster with the following script: /files/cluster/before_after.R + +### Before: plot estimated map + +```{r before_map} +# import cross +cross_before <- read.cross(format="csv",file="files/cluster/cross_before.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +# load rda with newmap +load("files/cluster/newmap_before.rda") + +# plot +plotMap(cross_before,newmap_before,shift=TRUE) +plotmap_before <- ~plotMap(cross_before,newmap_before,shift=TRUE,main="Before stuart") +``` + +### Before: plot genome scan + +```{r before_scan} +# load rda with perm +load("files/cluster/before_1000p.rda") +# load("files/before_1000p.rda") + + +# calculate thresholds +threshold_before <- summary(before_1000p,alpha=c(0.05,0.1,0.63)) #donne lod score pour risque 0.05, 0.1, 0.63 + +# scanone +cross_before <- calc.genoprob(cross_before, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + + +pheno_before <- scanone(cross=cross_before, chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), pheno.col="Pheno", model="normal", method="em") +summary(pheno_before) + +# Plot +pheno_before_plot <- qtl_plot(pheno_before,lod=data.frame(group = c("alpha=0.05", "alpha=0.1","alpha=0.63"), + lod = threshold_before[1:3]), + ylab="LOD score", + title="QTL mapping", + x.label = element_blank(), + size=0.6) + + theme(legend.position = "none") + + ggtitle("") +pheno_before_plot +``` + + +### After: creation of Rqtl csv file + +```{r cross_after} +# filter with stuart functions: use the good data for parental strains (strains df) +tab2 <- mark_match(stuart_tab,ref=strains) +tab2 <- mark_poly(tab2) +tab2 <- mark_prop(tab2,cross="F2",homo=0.1,hetero=0.1,homo1X=c(0.1,1),homo2X=c(0.1,1),heteroX=c(0.1,1)) +tab2 <- mark_allele(tab2,ref=strains,cross="F2",par1="parent1",par2="parent2") + + +# create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab2,ref=strains,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster/cross_after.csv") +``` + +### After: newmap + +These objects were produced on our cluster with the following script: /files/cluster/before_after.R + +### After: plot estimated map + +```{r after_map} +# import cross +cross_after <- read.cross(format="csv",file="files/cluster/cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +# load rda with newmap +load("files/cluster/newmap_after.rda") + +# plot +plotMap(cross_after,newmap_after,shift=TRUE) +plotmap_after <- ~plotMap(cross_after,newmap_after,shift=TRUE,main="After stuart") +``` +### Remove last problematic markers with mark_estmap + +```{r after_estmap} +#filter with mark_estmap +tab2 <- mark_estmap(tab2,newmap_after) + +# create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab2,ref=strains,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster2/cross_after.csv") +``` + +### After: plot estimated map 2 + +```{r after_map2} +# import cross +cross_after <- read.cross(format="csv",file="files/cluster2/cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +# load rda with newmap +load("files/cluster2/newmap_after.rda") + +# plot +plotMap(cross_after,newmap_after,shift=TRUE) +plotmap_after <- ~plotMap(cross_after,newmap_after,shift=TRUE,main="After stuart") +``` + +### After: plot genome scan + +```{r after_scan} +# load rda with perm +load("files/cluster2/after_1000p.rda") +# load("files/after_1000p.rda") + +# calculate thresholds +threshold_after <- summary(after_1000p,alpha=c(0.05,0.1,0.63)) #donne lod score pour risque 0.05, 0.1, 0.63 + +# scanone +cross_after <- calc.genoprob(cross_after, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + + +pheno_after <- scanone(cross=cross_after, chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), pheno.col="Pheno", model="normal", method="em") +summary(pheno_after) + +# Plot +pheno_after_plot <- qtl_plot(pheno_after,lod=data.frame(group = c("alpha=0.05", "alpha=0.1","alpha=0.63"), + lod = threshold_after[1:3]), + ylab="LOD score", + title="QTL mapping", + x.label = element_blank(), + size=0.6) + + theme(legend.position = "none") + + ggtitle("") +pheno_after_plot +``` +### Grid + +```{r grid fig1, fig.height = 7, fig.width = 13, fig.align = "center"} +grid <- plot_grid(as_grob(plotmap_before),as_grob(plotmap_after),pheno_before_plot,pheno_after_plot,ncol=2,labels=c("A","B","C","D"),label_size=20) +grid + +ggsave("figures/before_after.pdf",grid,width=11,height = 7) +``` + +# Differences between real and reference genotypes for parental strains + +```{r dif_number} +dif <- full_join(strains,strns_ref,by=c("marker","chr","cM_cox")) %>% + mutate(dif=case_when((!parent1.x%in%c("N","H") & + !parent1.y%in%c("N","H") & + parent1.x!=parent1.y) ~ 1, + (!parent2.x%in%c("N","H") & + !parent2.y%in%c("N","H") & + parent2.x!=parent2.y) ~ 1, + T~0)) + +dif %>% filter(dif==1) %>% count() +``` + +```{r dif_table} +table_dif <- dif %>% filter(dif==1) %>% select(marker,parent1_ref=parent1.y,parent1_geno=parent1.x,parent2_ref=parent2.y,parent2_geno=parent2.x) %>% head() +knitr::kable(table_dif) +``` \ No newline at end of file diff --git a/article/article_figures.html b/article/article_figures.html index 573a5a497ef42be3b44d23e2daa2eb3dfe38c068..dd9585fa3bf79623657bc71e470879f3836479a1 100644 --- a/article/article_figures.html +++ b/article/article_figures.html @@ -171,16 +171,16 @@ pre code { </div> -<div id="goal-and-raw-data" class="section level2"> -<h2>Goal and raw data</h2> +<div id="goal-and-raw-data" class="section level1"> +<h1>Goal and raw data</h1> <p>The goal of this script is to produce figure for the stuart package manuscript.</p> <p>This scripts uses data from the package, and other files found in the “files†directory.</p> <p>This script uses the qtl_plot() ggplot based function to plot QTL mapping results. This function is in the script “QTL_plot.Râ€.</p> </div> -<div id="data-load-and-use-of-stuart-functions" class="section level2"> -<h2>Data load and use of stuart functions</h2> -<div id="genos-dataframe" class="section level3"> -<h3>genos dataframe</h3> +<div id="data-load-and-use-of-stuart-functions" class="section level1"> +<h1>Data load and use of stuart functions</h1> +<div id="genos-dataframe" class="section level2"> +<h2>genos dataframe</h2> <p>Data frame from stuart with genotypes of 176 F2 individuals and parental strains.</p> <pre class="r"><code>data(genos) summary(genos)</code></pre> @@ -209,8 +209,8 @@ summary(genos)</code></pre> ## Max. :49906 Max. :43935 Max. :26.041 ## NA's :413</code></pre> </div> -<div id="phenos-dataframe" class="section level3"> -<h3>phenos dataframe</h3> +<div id="phenos-dataframe" class="section level2"> +<h2>phenos dataframe</h2> <p>Data frame from stuart with phenotypes of 176 F2 individuals for a quantitative trait.</p> <pre class="r"><code>data(phenos) summary(phenos)</code></pre> @@ -223,8 +223,8 @@ summary(phenos)</code></pre> ## 206 : 1 Max. :9.000 Max. :11.147 ## (Other):170</code></pre> </div> -<div id="annotation-file" class="section level3"> -<h3>annotation file</h3> +<div id="annotation-file" class="section level2"> +<h2>annotation file</h2> <p>Annotation file from K.Broman: <a href="https://kbroman.org/MUGAarrays/mini_annotations.html" class="uri">https://kbroman.org/MUGAarrays/mini_annotations.html</a></p> <pre class="r"><code>annot_mini <- read.csv(url("https://raw.githubusercontent.com/kbroman/MUGAarrays/master/UWisc/mini_uwisc_v2.csv")) summary(annot_mini)</code></pre> @@ -253,8 +253,8 @@ summary(annot_mini)</code></pre> ## Max. :194886567 ## </code></pre> </div> -<div id="parental-strains-genotypes" class="section level3"> -<h3>parental strains genotypes</h3> +<div id="parental-strains-genotypes" class="section level2"> +<h2>parental strains genotypes</h2> <p>2 genotypes tables will be used:</p> <ul> <li><p>One table with our genotypes of the strains used in the cross: “strainsâ€</p></li> @@ -319,6 +319,591 @@ summary(strns_ref)</code></pre> ## ## </code></pre> </div> +<div id="use-of-stuarts-functions" class="section level2"> +<h2>Use of stuart’s functions</h2> +<pre class="r"><code>data(stuart_tab) +summary(stuart_tab)</code></pre> +<pre><code>## marker chr cM_cox allele_1 +## Length:11125 Length:11125 Min. : 0.969 Length:11125 +## Class :character Class :character 1st Qu.: 20.333 Class :character +## Mode :character Mode :character Median : 37.238 Mode :character +## Mean : 38.150 +## 3rd Qu.: 53.675 +## Max. :103.784 +## NA's :568 +## allele_2 n_HM1 n_HM2 n_HT +## Length:11125 Min. : 0.0 Min. : 0.00 Min. : 0.00 +## Class :character 1st Qu.: 44.0 1st Qu.: 0.00 1st Qu.: 0.00 +## Mode :character Median :174.0 Median : 0.00 Median : 0.00 +## Mean :123.9 Mean : 19.92 Mean : 19.24 +## 3rd Qu.:176.0 3rd Qu.: 34.00 3rd Qu.: 5.00 +## Max. :176.0 Max. :175.00 Max. :176.00 +## +## n_NA +## Min. : 0.00 +## 1st Qu.: 0.00 +## Median : 1.00 +## Mean : 12.91 +## 3rd Qu.: 5.00 +## Max. :176.00 +## </code></pre> +<pre class="r"><code>tab2 <- mark_match(stuart_tab,ref=strns_ref) +tab2 <- mark_poly(tab2) +tab2 <- mark_prop(tab2,cross="F2",homo=0.1,hetero=0.1,homo1X=c(0.1,1),homo2X=c(0.1,1),heteroX=c(0.1,1)) +tab2 <- mark_allele(tab2,ref=strns_ref,cross="F2",par1="parent1",par2="parent2") + +data(stuart_newmap) +tab2 <- mark_estmap(tab2,map=stuart_newmap,dist=100)</code></pre> +</div> +</div> +<div id="graphs" class="section level1"> +<h1>Graphs</h1> +<div id="grid-mark_prop" class="section level2"> +<h2>Grid mark_prop</h2> +<div id="graph-missing-genotypes" class="section level3"> +<h3>Graph missing genotypes</h3> +<pre class="r"><code>na_plot <- tab2 %>% mutate(prop_NA=n_NA/180) %>% ggplot(aes(x=prop_NA)) + + geom_histogram() + + scale_y_log10() + + theme_bw() + + labs(title="Proportion of missing genotyped", + x="Proportion of NA",y="Number of markers") + + theme( + aspect.ratio=0.8, + plot.title = element_text(hjust = 0.4,face="bold",size=14)) + +na_plot</code></pre> +<pre><code>## `stat_bin()` using `bins = 30`. Pick better value with `binwidth`.</code></pre> +<pre><code>## Warning: Transformation introduced infinite values in continuous y-axis</code></pre> +<pre><code>## Warning: Removed 1 rows containing missing values (geom_bar).</code></pre> +<p><img 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" width="672" /></p> +</div> +<div id="graph-proportion-of-genotypes" class="section level3"> +<h3>Graph proportion of genotypes</h3> +<pre class="r"><code>prop_plot <- tab2 %>% filter(n_NA<88) %>% ggplot(aes(x=n_HM1/(n_HM1+n_HM2+n_HT),y=n_HM2/(n_HM1+n_HM2+n_HT),color=as.factor(exclude_prop))) + + geom_point() + + scale_color_manual(values=c("#66bd63","#b2182b")) + + #geom_text(aes(label=ifelse(exclude_prop=="1",SNP.Name,'')),hjust=0, vjust=0,size=2) + + labs(title="Exclusion of markers with mark_prop()", + x="Proportion of homozygous individuals AA", + y="Proportion of homozygous individuals BB", + color="Exclusion") + + theme_classic() + + theme( + aspect.ratio=0.8, + legend.position=c(0.8,0.8)) + + theme(plot.title = element_text(hjust = 0.4,face="bold",size=14)) +prop_plot</code></pre> +<p><img src="data:image/png;base64,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width="672" /> ### Grid</p> +<p>Figure with graphs proportion of NA and exclusion depending on genotype proportions</p> +<pre class="r"><code>grid <- plot_grid(na_plot,prop_plot, + ncol=1, + labels = c('A', 'B'), + label_size = 20, + byrow = TRUE + )</code></pre> +<pre><code>## `stat_bin()` using `bins = 30`. Pick better value with `binwidth`.</code></pre> +<pre><code>## Warning: Transformation introduced infinite values in continuous y-axis</code></pre> +<pre><code>## Warning: Removed 1 rows containing missing values (geom_bar).</code></pre> +<pre class="r"><code>grid</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +<pre class="r"><code>ggsave("figures/naprop.pdf",grid,width=5,height=8) + +rm(na_plot,prop_plot)</code></pre> +</div> +</div> +<div id="table-alleles-different-between-parental-strains-and-f2s" class="section level2"> +<h2>Table alleles different between parental strains and F2s</h2> +<pre class="r"><code>#investigation of the role of mark_allele function +#prove that some marker with non corresponding alleles between parents and F2 + +#keep only markers that are exlcuded with mark_allele +allele <- tab2%>% + filter(exclude_allele==1&exclude_poly==0&exclude_prop==0) +strains_allele <- strns_ref %>% filter(marker %in% allele$marker) + +#join with strains genotypes to have parental strains +allele <- left_join(allele,strains_allele,by=c("marker"="marker")) + + +#most of markers excluded with mark_allele that were not excluded with other functions have N/H as genotype for parents +#keep only those with non missing/heterozygous genotypes +allele %<>% filter(parent1 != "N" & parent2 != "N") +allele %<>% select(marker,parent1,parent2,allele_1,allele_2,n_HM1,n_HM2,n_HT) +#keep only beggining of the table +allele <- allele[1:6,] + +print(allele)</code></pre> +<pre><code>## marker parent1 parent2 allele_1 allele_2 n_HM1 n_HM2 n_HT +## 1 S6J010381992 T T T C 52 24 83 +## 2 S6J011498219 T T T G 52 33 86 +## 3 S6H012742425 G G A G 30 52 94 +## 4 mUNC010317552 G G A G 34 67 75 +## 5 gUNC1973125 T T T C 67 34 74 +## 6 S6J032196596 A A A G 45 41 74</code></pre> +<pre class="r"><code>print(xtable::xtable(allele, type = "latex"), file = "tables/tab_alleles.tex",include.rownames=FALSE) +rm(allele,strains_allele)</code></pre> +</div> +<div id="graph-number-of-markers-kept-after-each-function" class="section level2"> +<h2>Graph number of markers kept after each function</h2> +<pre class="r"><code>none <- tab2 %>% nrow() +match <- tab2 %>% filter(exclude_match==0) %>% nrow() +poly <- tab2 %>% filter(exclude_match==0&exclude_poly==0) %>% nrow() +prop <- tab2 %>% filter(exclude_match==0&exclude_poly==0&exclude_prop==0) %>% nrow() +allele <- tab2 %>% filter(exclude_match==0&exclude_poly==0&exclude_prop==0&exclude_allele==0) %>% nrow() + +barplot_df <- tibble( + fct = c("none","match","poly","prop","allele"), + markers = c(none, match, poly, prop, allele) +) + +functions_plot <- barplot_df %>% ggplot(aes(x=markers,y=fct)) + + geom_bar(stat="identity",width=0.6) + + geom_text(aes(label=markers), hjust=1.3, color="white", size=3.5) + + scale_y_discrete(limits=c("allele", "prop", "poly","match","none")) + + theme(aspect.ratio=0.7) + + labs(title="Number of markers kept after each step", + x="Number of markers", + y="Function used") + + theme_classic() + + theme(plot.title = element_text(hjust = 0.4,face="bold",size=14)) + +functions_plot</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +<pre class="r"><code>ggsave("figures/functions.pdf",functions_plot,width=5,height=3) + +rm(none,allele,match,poly,prop,barplot_df)</code></pre> +</div> +<div id="graph-before-after" class="section level2"> +<h2>Graph before after</h2> +<div id="before-creation-of-rqtl-csv-file" class="section level3"> +<h3>Before: creation of Rqtl csv file</h3> +<pre class="r"><code># filter at minima: remove non polymorphic and NA>0.5 +tab_before <- mark_poly(stuart_tab) +tab_before <- mark_prop(tab_before,cross="F2",homo=0,hetero=0)</code></pre> +<pre><code>## Arguments homo1X, homo2X and heteroX are not specified: proportions for markers on X chromosomes will not be tested</code></pre> +<pre class="r"><code># create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab_before,ref=strns_ref,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster/cross_before.csv")</code></pre> +<pre><code>## # A tibble: 178 x 3,327 +## id Sex Age Pheno mUNC010515443 S3N010202785 gUNC30322 mUNC010010509 +## <chr> <chr> <chr> <chr> <chr> <chr> <chr> <chr> +## 1 "" "" "" "" 1 1 1 1 +## 2 "" "" "" "" 1.627 1.848 1.901 2.075 +## 3 "201" "M" "7" "10.529… 0 0 0 0 +## 4 "210" "M" "7" "10.487… 0 0 0 0 +## 5 "308" "F" "7" "10.971… 0 0 0 0 +## 6 "309" "M" "7" "10.846… 0 0 0 0 +## 7 "310" "M" "7" "11.068… 0 0 0 0 +## 8 "311" "F" "9" "10.575… 0 0 0 0 +## 9 "312" "M" "7" "10.713… 0 0 0 0 +## 10 "313" "M" "8" "10.737… 0 0 0 0 +## # … with 168 more rows, and 3,319 more variables: gUNC66010 <chr>, +## # S6J010381992 <chr>, gUNC83675 <chr>, S6Y010430291 <chr>, +## # gJAX00001099 <chr>, SSH010754626 <chr>, gUNC216547 <chr>, +## # B10010021636 <chr>, gUNC339202 <chr>, gUNCHS000309 <chr>, gUNC401821 <chr>, +## # SS1011420511 <chr>, S6J011498219 <chr>, S2J011506860 <chr>, +## # S1H011531720 <chr>, S6J011558924 <chr>, gJAX00248648 <chr>, +## # gJAX00249409 <chr>, gUNC593079 <chr>, gUNC601980 <chr>, gUNC612760 <chr>, +## # mJAX00003394 <chr>, gUNC618599 <chr>, gJAX00003475 <chr>, gUNC641785 <chr>, +## # B10010052095 <chr>, SBJ012083864 <chr>, mUNC671488 <chr>, +## # SBC012102446 <chr>, gUNC677249 <chr>, mUNC684769 <chr>, gUNC696705 <chr>, +## # mbackupJAX00251301 <chr>, gUNCJPD000159 <chr>, gUNC715622 <chr>, +## # mbackupJAX00252178 <chr>, mUNC010101768 <chr>, mJAX00004261 <chr>, +## # gUNC766527 <chr>, gUNC770116 <chr>, gUNC791131 <chr>, mUNC807932 <chr>, +## # gUNC842284 <chr>, gUNC853754 <chr>, gUNC861166 <chr>, S6H012742425 <chr>, +## # gUNC868588 <chr>, S6T012758000 <chr>, S6Y012759490 <chr>, +## # S6H012772559 <chr>, gUNC890096 <chr>, mbackupUNC010570475 <chr>, +## # mUNC010142203 <chr>, gUNC946116 <chr>, gbackupJAX00005508 <chr>, +## # S2R013077318 <chr>, gUNCHS001315 <chr>, SSR013088151 <chr>, +## # S3N013089544 <chr>, SBB013116937 <chr>, gUNC988578 <chr>, +## # gUNC1004197 <chr>, S6J013178782 <chr>, gUNC1017671 <chr>, +## # S1H013204417 <chr>, SFT013210000 <chr>, gUNC1023024 <chr>, +## # ST2013252820 <chr>, mbackupUNC010158882 <chr>, gUNC1037970 <chr>, +## # gUNCHS001436 <chr>, mUNC1079635 <chr>, gUNC1092120 <chr>, +## # B10010087827 <chr>, gUNC1102206 <chr>, mUNC1107274 <chr>, +## # mUNC1126248 <chr>, SAH013616907 <chr>, SFC013631975 <chr>, +## # SSR013632890 <chr>, gUNC1144752 <chr>, gUNC1153431 <chr>, +## # gUNC1153974 <chr>, gUNC1161628 <chr>, gUNC1177319 <chr>, +## # S2J013806712 <chr>, gUNC1183808 <chr>, gUNC1203850 <chr>, +## # mUNC1238531 <chr>, mUNC010195425 <chr>, gUNC1276993 <chr>, +## # gUNC1296431 <chr>, gUNC1321774 <chr>, S6H014218009 <chr>, +## # mUNC1351738 <chr>, gICR4117 <chr>, mUNC010223906 <chr>, gUNC1425647 <chr>, +## # gUNC1438333 <chr>, gJAX00008269 <chr>, …</code></pre> +</div> +<div id="before-newmap-and-permutation" class="section level3"> +<h3>Before: newmap and permutation</h3> +<p>These objects were produced on our cluster with the following script: /files/cluster/before_after.R</p> +</div> +<div id="before-plot-estimated-map" class="section level3"> +<h3>Before: plot estimated map</h3> +<pre class="r"><code># import cross +cross_before <- read.cross(format="csv",file="files/cluster/cross_before.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE)</code></pre> +<pre><code>## --Read the following data: +## 176 individuals +## 3323 markers +## 4 phenotypes</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --Omitting 1120 male heterozygote +## genotypes on the X chromosome.</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --There appear to be some individuals of each cross direction, but "pgm" is not provided. +## Check the X chr genotype data and include a "pgm" column in the phenotype data. +## "pgm" was inferred (probably poorly). +## </code></pre> +<pre><code>## Warning in summary.cross(cross): Some markers at the same position on chr +## 1,2,3,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,X; use jittermap().</code></pre> +<pre><code>## --Cross type: f2</code></pre> +<pre class="r"><code># load rda with newmap +load("files/cluster/newmap_before.rda") + +# plot +plotMap(cross_before,newmap_before,shift=TRUE)</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +<pre class="r"><code>plotmap_before <- ~plotMap(cross_before,newmap_before,shift=TRUE,main="Before stuart")</code></pre> +</div> +<div id="before-plot-genome-scan" class="section level3"> +<h3>Before: plot genome scan</h3> +<pre class="r"><code># load rda with perm +load("files/cluster/before_1000p.rda") +# load("files/before_1000p.rda") + + +# calculate thresholds +threshold_before <- summary(before_1000p,alpha=c(0.05,0.1,0.63)) #donne lod score pour risque 0.05, 0.1, 0.63 + +# scanone +cross_before <- calc.genoprob(cross_before, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + + +pheno_before <- scanone(cross=cross_before, chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), pheno.col="Pheno", model="normal", method="em")</code></pre> +<pre><code>## Warning in matchchr(chr, names(x$geno)): Chr Y not found</code></pre> +<pre class="r"><code>summary(pheno_before)</code></pre> +<pre><code>## chr pos lod +## S6J017555686 1 93.55 0.98 +## c2.loc10 2 15.77 6.72 +## mUNC030015269 3 4.40 1.45 +## c4.loc26 4 28.04 1.66 +## mUNC050096588 5 24.07 14.29 +## gUNC12295618 6 76.56 3.42 +## c7.loc74 7 76.91 9.79 +## mbackupJAX00158395 8 2.17 10.03 +## gUNC16429215 9 31.40 1.10 +## S6J102311553 10 29.25 4.87 +## gUNC20350715 11 71.85 1.39 +## gUNC21483137 12 37.18 3.73 +## SAC132487883 13 32.74 17.77 +## mUNC140311549 14 50.93 2.27 +## mUNC25490884 15 17.26 3.10 +## gUNCHS043484 16 57.49 4.86 +## c17.loc18 17 20.35 3.17 +## mUNC180209122 18 58.84 1.43 +## B10190029865 19 24.51 1.50 +## gJAX00185066 X 60.32 1.18</code></pre> +<pre class="r"><code># Plot +pheno_before_plot <- qtl_plot(pheno_before,lod=data.frame(group = c("alpha=0.05", "alpha=0.1","alpha=0.63"), + lod = threshold_before[1:3]), + ylab="LOD score", + title="QTL mapping", + x.label = element_blank(), + size=0.6) + + theme(legend.position = "none") + + ggtitle("") +pheno_before_plot</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +</div> +<div id="after-creation-of-rqtl-csv-file" class="section level3"> +<h3>After: creation of Rqtl csv file</h3> +<pre class="r"><code># filter with stuart functions: use the good data for parental strains (strains df) +tab2 <- mark_match(stuart_tab,ref=strains) +tab2 <- mark_poly(tab2) +tab2 <- mark_prop(tab2,cross="F2",homo=0.1,hetero=0.1,homo1X=c(0.1,1),homo2X=c(0.1,1),heteroX=c(0.1,1)) +tab2 <- mark_allele(tab2,ref=strains,cross="F2",par1="parent1",par2="parent2") + + +# create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab2,ref=strains,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster/cross_after.csv")</code></pre> +<pre><code>## # A tibble: 178 x 2,242 +## id Sex Age Pheno S6J010381992 S6J011498219 S6J011558924 gJAX00249409 +## <chr> <chr> <chr> <chr> <chr> <chr> <chr> <chr> +## 1 "" "" "" "" 1 1 1 1 +## 2 "" "" "" "" 2.188 15.746 17.347 23.738 +## 3 "201" "M" "7" "10.52… 1 1 1 1 +## 4 "210" "M" "7" "10.48… 2 0 0 0 +## 5 "308" "F" "7" "10.97… 1 0 0 0 +## 6 "309" "M" "7" "10.84… 0 1 1 1 +## 7 "310" "M" "7" "11.06… NA 1 1 1 +## 8 "311" "F" "9" "10.57… 0 2 2 2 +## 9 "312" "M" "7" "10.71… 0 2 2 2 +## 10 "313" "M" "8" "10.73… 0 1 1 1 +## # … with 168 more rows, and 2,234 more variables: gUNC601980 <chr>, +## # mJAX00003394 <chr>, gUNC618599 <chr>, gUNC641785 <chr>, mUNC671488 <chr>, +## # SBC012102446 <chr>, gUNC677249 <chr>, mUNC684769 <chr>, gUNC696705 <chr>, +## # mbackupJAX00251301 <chr>, gUNC715622 <chr>, mbackupJAX00252178 <chr>, +## # mJAX00004261 <chr>, gUNC766527 <chr>, gUNC770116 <chr>, gUNC791131 <chr>, +## # mUNC807932 <chr>, gUNC842284 <chr>, gUNC853754 <chr>, S6H012742425 <chr>, +## # gUNC868588 <chr>, S6T012758000 <chr>, S6Y012759490 <chr>, +## # S6H012772559 <chr>, mUNC010142203 <chr>, gUNC946116 <chr>, +## # gbackupJAX00005508 <chr>, S2R013077318 <chr>, gUNCHS001315 <chr>, +## # SSR013088151 <chr>, S3N013089544 <chr>, gUNC988578 <chr>, +## # DZO013129336 <chr>, S1H013204417 <chr>, SFT013210000 <chr>, +## # gUNC1023024 <chr>, mUNC1079635 <chr>, gUNC1092120 <chr>, gUNC1102206 <chr>, +## # mUNC1107274 <chr>, mUNC1126248 <chr>, SAH013616907 <chr>, +## # SFC013631975 <chr>, SSR013632890 <chr>, gUNC1153431 <chr>, +## # gUNC1153974 <chr>, gUNC1161628 <chr>, gUNC1183808 <chr>, gUNC1203850 <chr>, +## # mUNC010195425 <chr>, gUNC1276993 <chr>, gUNC1321774 <chr>, +## # S6H014218009 <chr>, mUNC1351738 <chr>, gICR4117 <chr>, mUNC010223906 <chr>, +## # gUNC1425647 <chr>, gJAX00008269 <chr>, gUNC1469655 <chr>, +## # mUNC010227990 <chr>, S6R014671781 <chr>, gUNC1502088 <chr>, +## # gUNC1557877 <chr>, gUNCHS002157 <chr>, gUNC1593484 <chr>, +## # gUNCHS002197 <chr>, S6R015034070 <chr>, gUNC1620550 <chr>, +## # mUNC010261606 <chr>, gUNC1648713 <chr>, gUNC1675521 <chr>, +## # mUNC1695463 <chr>, D1H015333995 <chr>, S6T015381026 <chr>, +## # gUNCHS002460 <chr>, gUNC1733690 <chr>, S6Y015422817 <chr>, +## # gUNC1767179 <chr>, S2H015556503 <chr>, gUNC1783074 <chr>, +## # SSH015583893 <chr>, mUNC010292027 <chr>, gUNC1806326 <chr>, +## # gUNC1823389 <chr>, mUNC010463165 <chr>, gUNC010300060 <chr>, +## # mbackupUNC010301903 <chr>, gUNC1886404 <chr>, gUNCHS002697 <chr>, +## # gUNC1917999 <chr>, gUNC1940721 <chr>, gUNC1944082 <chr>, +## # mUNC010317552 <chr>, gUNC1962782 <chr>, gUNC1973125 <chr>, +## # SFC016133146 <chr>, gUNC2018619 <chr>, gUNC2050462 <chr>, +## # mJAX00273510 <chr>, gUNC2061568 <chr>, …</code></pre> +</div> +<div id="after-newmap" class="section level3"> +<h3>After: newmap</h3> +<p>These objects were produced on our cluster with the following script: /files/cluster/before_after.R</p> +</div> +<div id="after-plot-estimated-map" class="section level3"> +<h3>After: plot estimated map</h3> +<pre class="r"><code># import cross +cross_after <- read.cross(format="csv",file="files/cluster/cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE)</code></pre> +<pre><code>## --Read the following data: +## 176 individuals +## 2238 markers +## 4 phenotypes</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --Omitting 236 male heterozygote +## genotypes on the X chromosome.</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --There appear to be some individuals of each cross direction, but "pgm" is not provided. +## Check the X chr genotype data and include a "pgm" column in the phenotype data. +## "pgm" was inferred (probably poorly). +## </code></pre> +<pre><code>## Warning in summary.cross(cross): Some markers at the same position on chr +## 1,2,5,6,7,8,9,10,11,12,13,14,15,17,18,19,X; use jittermap().</code></pre> +<pre><code>## --Cross type: f2</code></pre> +<pre class="r"><code># load rda with newmap +load("files/cluster/newmap_after.rda") + +# plot +plotMap(cross_after,newmap_after,shift=TRUE)</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +<pre class="r"><code>plotmap_after <- ~plotMap(cross_after,newmap_after,shift=TRUE,main="After stuart")</code></pre> +</div> +<div id="remove-last-problematic-markers-with-mark_estmap" class="section level3"> +<h3>Remove last problematic markers with mark_estmap</h3> +<pre class="r"><code>#filter with mark_estmap +tab2 <- mark_estmap(tab2,newmap_after) + +# create rqtl csv file +write_rqtl(geno=genos,pheno=phenos,tab=tab2,ref=strains,par1="parent1",par2="parent2",prefix="ind_",pos="cM_cox",path="files/cluster2/cross_after.csv")</code></pre> +<pre><code>## # A tibble: 178 x 2,240 +## id Sex Age Pheno S6J011498219 S6J011558924 gJAX00249409 gUNC601980 +## <chr> <chr> <chr> <chr> <chr> <chr> <chr> <chr> +## 1 "" "" "" "" 1 1 1 1 +## 2 "" "" "" "" 15.746 17.347 23.738 25.317 +## 3 "201" "M" "7" "10.5296… 1 1 1 1 +## 4 "210" "M" "7" "10.4877… 0 0 0 0 +## 5 "308" "F" "7" "10.9714… 0 0 0 0 +## 6 "309" "M" "7" "10.8463… 1 1 1 1 +## 7 "310" "M" "7" "11.0680… 1 1 1 1 +## 8 "311" "F" "9" "10.5753… 2 2 2 2 +## 9 "312" "M" "7" "10.7137… 2 2 2 2 +## 10 "313" "M" "8" "10.7375… 1 1 1 1 +## # … with 168 more rows, and 2,232 more variables: mJAX00003394 <chr>, +## # gUNC618599 <chr>, gUNC641785 <chr>, mUNC671488 <chr>, SBC012102446 <chr>, +## # gUNC677249 <chr>, mUNC684769 <chr>, gUNC696705 <chr>, +## # mbackupJAX00251301 <chr>, gUNC715622 <chr>, mbackupJAX00252178 <chr>, +## # mJAX00004261 <chr>, gUNC766527 <chr>, gUNC770116 <chr>, gUNC791131 <chr>, +## # mUNC807932 <chr>, gUNC842284 <chr>, gUNC853754 <chr>, S6H012742425 <chr>, +## # gUNC868588 <chr>, S6T012758000 <chr>, S6Y012759490 <chr>, +## # S6H012772559 <chr>, mUNC010142203 <chr>, gUNC946116 <chr>, +## # gbackupJAX00005508 <chr>, S2R013077318 <chr>, gUNCHS001315 <chr>, +## # SSR013088151 <chr>, S3N013089544 <chr>, gUNC988578 <chr>, +## # DZO013129336 <chr>, S1H013204417 <chr>, SFT013210000 <chr>, +## # gUNC1023024 <chr>, mUNC1079635 <chr>, gUNC1092120 <chr>, gUNC1102206 <chr>, +## # mUNC1107274 <chr>, mUNC1126248 <chr>, SAH013616907 <chr>, +## # SFC013631975 <chr>, SSR013632890 <chr>, gUNC1153431 <chr>, +## # gUNC1153974 <chr>, gUNC1161628 <chr>, gUNC1183808 <chr>, gUNC1203850 <chr>, +## # mUNC010195425 <chr>, gUNC1276993 <chr>, gUNC1321774 <chr>, +## # S6H014218009 <chr>, mUNC1351738 <chr>, gICR4117 <chr>, mUNC010223906 <chr>, +## # gUNC1425647 <chr>, gJAX00008269 <chr>, gUNC1469655 <chr>, +## # mUNC010227990 <chr>, S6R014671781 <chr>, gUNC1502088 <chr>, +## # gUNC1557877 <chr>, gUNCHS002157 <chr>, gUNC1593484 <chr>, +## # gUNCHS002197 <chr>, S6R015034070 <chr>, gUNC1620550 <chr>, +## # mUNC010261606 <chr>, gUNC1648713 <chr>, gUNC1675521 <chr>, +## # mUNC1695463 <chr>, D1H015333995 <chr>, S6T015381026 <chr>, +## # gUNCHS002460 <chr>, gUNC1733690 <chr>, S6Y015422817 <chr>, +## # gUNC1767179 <chr>, S2H015556503 <chr>, gUNC1783074 <chr>, +## # SSH015583893 <chr>, mUNC010292027 <chr>, gUNC1806326 <chr>, +## # gUNC1823389 <chr>, mUNC010463165 <chr>, gUNC010300060 <chr>, +## # mbackupUNC010301903 <chr>, gUNC1886404 <chr>, gUNCHS002697 <chr>, +## # gUNC1917999 <chr>, gUNC1940721 <chr>, gUNC1944082 <chr>, +## # mUNC010317552 <chr>, gUNC1962782 <chr>, gUNC1973125 <chr>, +## # SFC016133146 <chr>, gUNC2018619 <chr>, gUNC2050462 <chr>, +## # mJAX00273510 <chr>, gUNC2061568 <chr>, S3C016445465 <chr>, …</code></pre> +</div> +<div id="after-plot-estimated-map-2" class="section level3"> +<h3>After: plot estimated map 2</h3> +<pre class="r"><code># import cross +cross_after <- read.cross(format="csv",file="files/cluster2/cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE)</code></pre> +<pre><code>## --Read the following data: +## 176 individuals +## 2236 markers +## 4 phenotypes</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --Omitting 236 male heterozygote +## genotypes on the X chromosome.</code></pre> +<pre><code>## Warning in fixXgeno.f2(cross, alleles): --There appear to be some individuals of each cross direction, but "pgm" is not provided. +## Check the X chr genotype data and include a "pgm" column in the phenotype data. +## "pgm" was inferred (probably poorly). +## </code></pre> +<pre><code>## Warning in summary.cross(cross): Some markers at the same position on chr +## 1,2,5,6,7,8,9,10,11,12,13,14,15,17,18,19,X; use jittermap().</code></pre> +<pre><code>## --Cross type: f2</code></pre> +<pre class="r"><code># load rda with newmap +load("files/cluster2/newmap_after.rda") + +# plot +plotMap(cross_after,newmap_after,shift=TRUE)</code></pre> +<p><img src="data:image/png;base64,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" width="672" /></p> +<pre class="r"><code>plotmap_after <- ~plotMap(cross_after,newmap_after,shift=TRUE,main="After stuart")</code></pre> +</div> +<div id="after-plot-genome-scan" class="section level3"> +<h3>After: plot genome scan</h3> +<pre class="r"><code># load rda with perm +load("files/cluster2/after_1000p.rda") +# load("files/after_1000p.rda") + +# calculate thresholds +threshold_after <- summary(after_1000p,alpha=c(0.05,0.1,0.63)) #donne lod score pour risque 0.05, 0.1, 0.63 + +# scanone +cross_after <- calc.genoprob(cross_after, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + + +pheno_after <- scanone(cross=cross_after, chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), pheno.col="Pheno", model="normal", method="em")</code></pre> +<pre><code>## Warning in matchchr(chr, names(x$geno)): Chr Y not found</code></pre> +<pre class="r"><code>summary(pheno_after)</code></pre> +<pre><code>## chr pos lod +## gUNC641785 1 25.92 1.752 +## gJAX00507625 2 75.42 1.873 +## mUNC030015269 3 4.40 1.382 +## c4.loc2 4 30.73 0.643 +## mUNC10389569 5 86.66 2.667 +## mbackupUNC060370616 6 22.65 1.809 +## c7.loc2 7 5.94 1.127 +## S3N081357739 8 20.85 1.438 +## gUNC16429215 9 31.40 1.096 +## gUNC18362711 10 42.80 3.363 +## gUNC20350715 11 71.85 1.385 +## gUNC21483137 12 37.18 4.223 +## gUNCHS035527 13 14.02 1.137 +## mUNC140311549 14 50.93 2.272 +## mUNC25490884 15 17.26 3.101 +## gUNC26467931 16 13.61 1.239 +## SX1173685806 17 60.53 0.840 +## gUNC29533260 18 43.97 1.295 +## mUNC190157471 19 15.77 0.946 +## SXX200448070 X 5.93 1.212</code></pre> +<pre class="r"><code># Plot +pheno_after_plot <- qtl_plot(pheno_after,lod=data.frame(group = c("alpha=0.05", "alpha=0.1","alpha=0.63"), + lod = threshold_after[1:3]), + ylab="LOD score", + title="QTL mapping", + x.label = element_blank(), + size=0.6) + + theme(legend.position = "none") + + ggtitle("") +pheno_after_plot</code></pre> +<p><img src="data:image/png;base64,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" width="672" /> ### Grid</p> +<pre class="r"><code>grid <- plot_grid(as_grob(plotmap_before),as_grob(plotmap_after),pheno_before_plot,pheno_after_plot,ncol=2,labels=c("A","B","C","D"),label_size=20) +grid</code></pre> +<p><img src="data:image/png;base64,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" width="1248" style="display: block; margin: auto;" /></p> +<pre class="r"><code>ggsave("figures/before_after.pdf",grid,width=11,height = 7)</code></pre> +</div> +</div> +</div> +<div id="differences-between-real-and-reference-genotypes-for-parental-strains" class="section level1"> +<h1>Differences between real and reference genotypes for parental strains</h1> +<pre class="r"><code>dif <- full_join(strains,strns_ref,by=c("marker","chr","cM_cox")) %>% + mutate(dif=case_when((!parent1.x%in%c("N","H") & + !parent1.y%in%c("N","H") & + parent1.x!=parent1.y) ~ 1, + (!parent2.x%in%c("N","H") & + !parent2.y%in%c("N","H") & + parent2.x!=parent2.y) ~ 1, + T~0)) + +dif %>% filter(dif==1) %>% count()</code></pre> +<pre><code>## n +## 1 200</code></pre> +<pre class="r"><code>table_dif <- dif %>% filter(dif==1) %>% select(marker,parent1_ref=parent1.y,parent1_geno=parent1.x,parent2_ref=parent2.y,parent2_geno=parent2.x) %>% head() +knitr::kable(table_dif)</code></pre> +<table> +<thead> +<tr class="header"> +<th align="left">marker</th> +<th align="left">parent1_ref</th> +<th align="left">parent1_geno</th> +<th align="left">parent2_ref</th> +<th align="left">parent2_geno</th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">S6J011498219</td> +<td align="left">T</td> +<td align="left">G</td> +<td align="left">T</td> +<td align="left">T</td> +</tr> +<tr class="even"> +<td align="left">S6J011558924</td> +<td align="left">A</td> +<td align="left">G</td> +<td align="left">H</td> +<td align="left">N</td> +</tr> +<tr class="odd"> +<td align="left">gUNC605533</td> +<td align="left">C</td> +<td align="left">C</td> +<td align="left">A</td> +<td align="left">C</td> +</tr> +<tr class="even"> +<td align="left">mUNC010101768</td> +<td align="left">C</td> +<td align="left">N</td> +<td align="left">A</td> +<td align="left">C</td> +</tr> +<tr class="odd"> +<td align="left">B6_01-074963079-S</td> +<td align="left">T</td> +<td align="left">C</td> +<td align="left">C</td> +<td align="left">C</td> +</tr> +<tr class="even"> +<td align="left">S6J013019470</td> +<td align="left">G</td> +<td align="left">A</td> +<td align="left">A</td> +<td align="left">N</td> +</tr> +</tbody> +</table> </div> diff --git a/article/figures/before_after.pdf b/article/figures/before_after.pdf new file mode 100644 index 0000000000000000000000000000000000000000..8f0205ef4aa9d6095d1d2ee97e1191a0eead4e89 Binary files /dev/null and b/article/figures/before_after.pdf differ diff --git a/article/figures/functions.pdf b/article/figures/functions.pdf new file mode 100644 index 0000000000000000000000000000000000000000..c19169daf20b0172699214c0ec7322a23850d73d Binary files /dev/null and b/article/figures/functions.pdf differ diff --git a/article/figures/naprop.pdf b/article/figures/naprop.pdf new file mode 100644 index 0000000000000000000000000000000000000000..7b005d2c6d90d5c12a5854938396e0634838be34 Binary files /dev/null and b/article/figures/naprop.pdf differ diff --git a/article/files/after_1000p.rda b/article/files/after_1000p.rda new file mode 100755 index 0000000000000000000000000000000000000000..b60b883dee87536ef1055e91303484bae7a6c6aa Binary files /dev/null and b/article/files/after_1000p.rda differ diff --git a/article/files/before_1000p.rda b/article/files/before_1000p.rda new file mode 100755 index 0000000000000000000000000000000000000000..8557b601ce6e5bf7a9c75afc6e5b5e16a1a69551 Binary files /dev/null and b/article/files/before_1000p.rda differ diff --git a/article/files/cluster/after_1000p.rda b/article/files/cluster/after_1000p.rda new file mode 100755 index 0000000000000000000000000000000000000000..2239ea3561a4fdbd5fdc47c03dbae6f902058515 Binary files /dev/null and b/article/files/cluster/after_1000p.rda differ diff --git a/article/files/cluster/before_1000p.rda b/article/files/cluster/before_1000p.rda new file mode 100755 index 0000000000000000000000000000000000000000..9941310c40c3fea41bdae93f77629655c65d4518 Binary files /dev/null and b/article/files/cluster/before_1000p.rda differ diff --git a/article/files/cluster/before_after.R b/article/files/cluster/before_after.R new file mode 100755 index 0000000000000000000000000000000000000000..590a76245ced027ea779c7f168a6953589b606b9 --- /dev/null +++ b/article/files/cluster/before_after.R @@ -0,0 +1,60 @@ +################################################################## +########### before_after.R +########### R script for stuart article figures +################################################################## + +## Goal and data +########################### + +# The goal of this script is to calculate est.map and permutations of cross_before et cross_after +# +# It imports the csv files "cross_before.csv" and "cross_after.csv" + +## Import packages +library(qtl) + +############################## +## Before +############################## + +## read cross +cross_before <- read.cross(format="csv",file="./cross_before.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +## calc geno prob +cross_before <- calc.genoprob(cross_before, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + +## calculate est map +# newmap_before <- est.map(cross=cross_before,error.prob=0.01) +# save(newmap_before,file="./newmap_before.rda") + + +## calculate 1000p +before_1000p <- scanone(cross=cross_before, + chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), + pheno.col="Pheno", model="normal", method="em", n.perm=1000, perm.Xsp=FALSE, verbose=FALSE) +save(before_1000p,file="./before_1000p.rda") + +############################## +## After +############################## + +## read cross +cross_after <- read.cross(format="csv",file="./cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +## calc geno prob +cross_after <- calc.genoprob(cross_after, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + +## calculate est map +newmap_after <- est.map(cross=cross_after,error.prob=0.01) +save(newmap_after,file="./newmap_after.rda") + + +## calculate 1000p +after_1000p <- scanone(cross=cross_after, + chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), + pheno.col="Pheno", model="normal", method="em", n.perm=1000, perm.Xsp=FALSE, verbose=FALSE) +save(after_1000p,file="./after_1000p.rda") \ No newline at end of file diff --git a/article/files/cluster/before_after.err b/article/files/cluster/before_after.err new file mode 100755 index 0000000000000000000000000000000000000000..e5b6f0e387ac96b8a08d41c075c677b8bdb8c027 --- /dev/null +++ b/article/files/cluster/before_after.err @@ -0,0 +1,26 @@ +Warning messages: +1: In fixXgeno.f2(cross, alleles) : + --Omitting 1120 male heterozygote genotypes on the X chromosome. +2: In fixXgeno.f2(cross, alleles) : + --There appear to be some individuals of each cross direction, but "pgm" is not provided. + Check the X chr genotype data and include a "pgm" column in the phenotype data. + "pgm" was inferred (probably poorly). + +3: In summary.cross(cross) : + Some markers at the same position on chr 1,2,3,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,X; use jittermap(). +Warning message: +In matchchr(chr, names(x$geno)) : Chr Y not found +Warning messages: +1: In fixXgeno.f2(cross, alleles) : + --Omitting 236 male heterozygote genotypes on the X chromosome. +2: In fixXgeno.f2(cross, alleles) : + --There appear to be some individuals of each cross direction, but "pgm" is not provided. + Check the X chr genotype data and include a "pgm" column in the phenotype data. + "pgm" was inferred (probably poorly). + +3: In summary.cross(cross) : + Some markers at the same position on chr 1,2,5,6,7,8,9,10,11,12,13,14,15,17,18,19,X; use jittermap(). +Warning message: +In est.map(cross = cross_after, error.prob = 0.01) : Didn't converge! +Warning message: +In matchchr(chr, names(x$geno)) : Chr Y not found diff --git a/article/files/cluster/before_after.out b/article/files/cluster/before_after.out new file mode 100755 index 0000000000000000000000000000000000000000..6fc8d2e25b9db84be1b55a1b0c7119532993b85a --- /dev/null +++ b/article/files/cluster/before_after.out @@ -0,0 +1,10 @@ + --Read the following data: + 176 individuals + 3323 markers + 4 phenotypes + --Cross type: f2 + --Read the following data: + 176 individuals + 2238 markers + 4 phenotypes + --Cross type: f2 diff --git a/article/files/cluster/before_after.sh b/article/files/cluster/before_after.sh new file mode 100755 index 0000000000000000000000000000000000000000..dc4b55bfaebc313fed1b4c862be7fe287a3a87fc --- /dev/null +++ b/article/files/cluster/before_after.sh @@ -0,0 +1,12 @@ +#!/bin/sh + +#SBATCH -J "before_after" +#SBATCH --qos=normal +#SBATCH --mem=1000 +#SBATCH -o before_after.out -e before_after.err +#SBATCH --mail-type=END --mail-user=mbourdon@pasteur.fr + +Rscript before_after.R || exit 1 + + +exit 0 diff --git a/article/files/cluster/cross_after.csv b/article/files/cluster/cross_after.csv new file mode 100755 index 0000000000000000000000000000000000000000..a087e259ecb2061ceaa7c8019a814cbce0f0de4c --- /dev/null +++ b/article/files/cluster/cross_after.csv @@ -0,0 +1,179 @@ 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diff --git a/article/files/cluster/newmap_after.rda b/article/files/cluster/newmap_after.rda new file mode 100755 index 0000000000000000000000000000000000000000..9301697132acba1ff8a0689b4a9165c98687a545 Binary files /dev/null and b/article/files/cluster/newmap_after.rda differ diff --git a/article/files/cluster/newmap_before.rda b/article/files/cluster/newmap_before.rda new file mode 100755 index 0000000000000000000000000000000000000000..ded4df1a874a53285bff9311808e815a07b815a4 Binary files /dev/null and b/article/files/cluster/newmap_before.rda differ diff --git a/article/files/cluster2/after.R b/article/files/cluster2/after.R new file mode 100755 index 0000000000000000000000000000000000000000..b50baa0e5b2ca1c3e94b838db537d2626ffc0476 --- /dev/null +++ b/article/files/cluster2/after.R @@ -0,0 +1,35 @@ +################################################################## +########### after.R +########### R script for stuart article figures +################################################################## + +## Goal and data +########################### + +# The goal of this script is to calculate est.map and permutations of cross_after +# +# It imports the csv file "cross_after.csv" + +## Import packages +library(qtl) + +############################## + +## read cross +cross_after <- read.cross(format="csv",file="./cross_after.csv", + genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) + +## calc geno prob +cross_after <- calc.genoprob(cross_after, step=2.0, off.end=0.0, + error.prob=1.0E-4, map.function="haldane", stepwidth="fixed") + +## calculate est map +newmap_after <- est.map(cross=cross_after,error.prob=0.01) +save(newmap_after,file="./newmap_after.rda") + + +## calculate 1000p +after_1000p <- scanone(cross=cross_after, + chr=c("1", "2", "3", "4", "5", "6", "7", "8", "9", "10", "11", "12", "13", "14", "15", "16", "17", "18", "19", "X", "Y"), + pheno.col="Pheno", model="normal", method="em", n.perm=1000, perm.Xsp=FALSE, verbose=FALSE) +save(after_1000p,file="./after_1000p.rda") \ No newline at end of file diff --git a/article/files/cluster2/after.err b/article/files/cluster2/after.err new file mode 100755 index 0000000000000000000000000000000000000000..6f44c9399379500028681ce7480da74bd23a6b07 --- /dev/null +++ b/article/files/cluster2/after.err @@ -0,0 +1,14 @@ +Warning messages: +1: In fixXgeno.f2(cross, alleles) : + --Omitting 236 male heterozygote genotypes on the X chromosome. +2: In fixXgeno.f2(cross, alleles) : + --There appear to be some individuals of each cross direction, but "pgm" is not provided. + Check the X chr genotype data and include a "pgm" column in the phenotype data. + "pgm" was inferred (probably poorly). + +3: In summary.cross(cross) : + Some markers at the same position on chr 1,2,5,6,7,8,9,10,11,12,13,14,15,17,18,19,X; use jittermap(). +Warning message: +In est.map(cross = cross_after, error.prob = 0.01) : Didn't converge! +Warning message: +In matchchr(chr, names(x$geno)) : Chr Y not found diff --git a/article/files/cluster2/after.out b/article/files/cluster2/after.out new file mode 100755 index 0000000000000000000000000000000000000000..087213f77a3bb13b5d3ff4f8293aeb0726d1bf15 --- /dev/null +++ b/article/files/cluster2/after.out @@ -0,0 +1,5 @@ + --Read the following data: + 176 individuals + 2236 markers + 4 phenotypes + --Cross type: f2 diff --git a/article/files/cluster2/after.sh b/article/files/cluster2/after.sh new file mode 100755 index 0000000000000000000000000000000000000000..d5995c3952fd3908bebfe04dd6d64707d1e6b4c9 --- /dev/null +++ b/article/files/cluster2/after.sh @@ -0,0 +1,12 @@ +#!/bin/sh + +#SBATCH -J "after" +#SBATCH --qos=normal +#SBATCH --mem=1000 +#SBATCH -o after.out -e after.err +#SBATCH --mail-type=END --mail-user=mbourdon@pasteur.fr + +Rscript after.R || exit 1 + + +exit 0 diff --git a/article/files/cluster2/after_1000p.rda b/article/files/cluster2/after_1000p.rda new file mode 100755 index 0000000000000000000000000000000000000000..ddbef2932397d0031c3fd4bda0ae21f6d23f7602 Binary files /dev/null and b/article/files/cluster2/after_1000p.rda differ diff --git a/article/files/cluster2/cross_after.csv b/article/files/cluster2/cross_after.csv new file mode 100755 index 0000000000000000000000000000000000000000..978b7d480f7db28f7de9bc5e957f978e87ea4cad --- /dev/null +++ b/article/files/cluster2/cross_after.csv @@ -0,0 +1,179 @@ 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diff --git a/article/files/newmap_after.rda b/article/files/newmap_after.rda new file mode 100755 index 0000000000000000000000000000000000000000..f869017a0143e7bb86406056499013c83ef42671 Binary files /dev/null and b/article/files/newmap_after.rda differ diff --git a/article/files/newmap_before.rda b/article/files/newmap_before.rda new file mode 100755 index 0000000000000000000000000000000000000000..2119c29d2d204eab1b9188f373b81cfd1863d70d Binary files /dev/null and b/article/files/newmap_before.rda differ diff --git a/article/tables/tab_alleles.tex b/article/tables/tab_alleles.tex new file mode 100644 index 0000000000000000000000000000000000000000..c8e71ef73e93c4918e3b52e3cbc15b34326cae92 --- /dev/null +++ b/article/tables/tab_alleles.tex @@ -0,0 +1,17 @@ +% latex table generated in R 4.1.0 by xtable 1.8-4 package +% Tue Aug 3 11:29:00 2021 +\begin{table}[ht] +\centering +\begin{tabular}{lllllrrr} + \hline +marker & parent1 & parent2 & allele\_1 & allele\_2 & n\_HM1 & n\_HM2 & n\_HT \\ + \hline +S6J010381992 & T & T & T & C & 52.00 & 24.00 & 83.00 \\ + S6J011498219 & T & T & T & G & 52.00 & 33.00 & 86.00 \\ + S6H012742425 & G & G & A & G & 30.00 & 52.00 & 94.00 \\ + mUNC010317552 & G & G & A & G & 34.00 & 67.00 & 75.00 \\ + gUNC1973125 & T & T & T & C & 67.00 & 34.00 & 74.00 \\ + S6J032196596 & A & A & A & G & 45.00 & 41.00 & 74.00 \\ + \hline +\end{tabular} +\end{table} diff --git a/vignettes/stuart.Rmd b/vignettes/stuart.Rmd index ede4f6af31fd5a30ad77f0008bedf85e819e5104..7fcf81ae29cbd3a41f60990dcdc089365aa0b738 100755 --- a/vignettes/stuart.Rmd +++ b/vignettes/stuart.Rmd @@ -175,9 +175,6 @@ The cross object was saved in stuart. Here we can load it as well as the newmap ```{r load_cross} library(qtl) -# stuart_cross <- read.cross(format="csv",file="../stuart_cross.csv", -# genotypes=c("0","1","2"),na.strings=c("NA"), convertXdata=TRUE) -# save(stuart_cross,file="../stuart_cross.rda") data(stuart_cross) summary(stuart_cross)