Functions
Data
genesets_cp <- msigdb_download("Homo sapiens",category="C2",subcategory = "CP:BIOCARTA ") %>% append( msigdb_download("Homo sapiens",category="C2",subcategory = "CP:KEGG"))
Error in h(simpleError(msg, call)) :
error in evaluating the argument 'x' in selecting a method for function 'append': unknown subcategory
cell.labels = names(H1975Oct23)
condition = str_extract(cell.labels, "osiPersistors|comboPersistors|osi|ctrl|roxa")
metadata = data.frame(condition = condition, row.names = colnames(H1975Oct23))
library(DESeq2)
dds <- DESeqDataSetFromMatrix(countData = round(H1975Oct23),
colData = metadata,
design = ~condition)
converting counts to integer mode
Warning in DESeqDataSet(se, design = design, ignoreRank) :
some variables in design formula are characters, converting to factors
PCA
nrow(dds)
[1] 32780
dds1 <- dds[ rowSums(counts(dds)) >= 3, ]
nrow(dds1)
[1] 9065
vst = vst(dds1, blind=FALSE)
library("ggfortify")
PCAdata <- prcomp(t(assay(vst)))
autoplot(PCAdata, data = metadata,colour = "condition",label = FALSE, main="PCA") # Show dots

DESeq
dds <- DESeq(dds)
dds_H1975_OCT23 = dds
dds = dds_H1975_OCT23
Top variable genes
heatmap
genes <- head(order(rowVars(assay(dds)), decreasing = TRUE), 1000)
mat <- H1975Oct23[ genes, ]
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)
library(ComplexHeatmap)
library(ggplot2)
Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",row_names_gp = gpar(fontsize = 0))

DEG
FC
cpVSop <- results(dds,contrast = c("condition","comboPersistors","osiPersistors")) %>% as.data.frame()
roxaVSctrl <- results(dds,contrast = c("condition","roxa","ctrl")) %>% as.data.frame()
osiVSctrl <- results(dds,contrast = c("condition","osi","ctrl")) %>% as.data.frame()
diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = cpVSop$log2FoldChange,roxaVSctrl_FC = roxaVSctrl$log2FoldChange, cpVSop_padj = cpVSop$padj)
cpVSop = cpVSop[order(cpVSop$log2FoldChange, cpVSop$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = cpVSop[,"log2FoldChange"]%>% setNames(rownames(cpVSop)) %>% na.omit() # make named vector
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
Warning in preparePathwaysAndStats(pathways, stats, minSize, maxSize,
gseaParam, : There are ties in the preranked stats (10.89% of the list).
The order of those tied genes will be arbitrary, which may produce
unexpected results.
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in comboPersistor")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in osiPersistors")
print_tab(plt1+plt2,title = "cpVSop")
cpVSop

roxaVSctrl = roxaVSctrl[order(roxaVSctrl$log2FoldChange, roxaVSctrl$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = roxaVSctrl[,"log2FoldChange"]%>% setNames(rownames(roxaVSctrl)) %>% na.omit() # make named vector
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
Warning in preparePathwaysAndStats(pathways, stats, minSize, maxSize,
gseaParam, : There are ties in the preranked stats (19.69% of the list).
The order of those tied genes will be arbitrary, which may produce
unexpected results.
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in roxa")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "roxa VS ctrl")
roxa VS ctrl

osiVSctrl = osiVSctrl[order(osiVSctrl$log2FoldChange, osiVSctrl$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = osiVSctrl[,"log2FoldChange"]%>% setNames(rownames(osiVSctrl)) %>% na.omit() # make named vector
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
Warning in preparePathwaysAndStats(pathways, stats, minSize, maxSize,
gseaParam, : There are ties in the preranked stats (12.4% of the list).
The order of those tied genes will be arbitrary, which may produce
unexpected results.
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in osi")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "osi VS ctrl")
osi VS ctrl

NA
CC upregulted in cp VS
op
osiVSctrl_genes <- results(dds,contrast = c("condition","osi","ctrl")) %>% as.data.frame() %>% filter(log2FoldChange>0 & padj < 0.05) %>% rownames()
cpVSctrl_genes <- results(dds,contrast = c("condition","comboPersistors","ctrl")) %>% as.data.frame() %>% filter(log2FoldChange>0 & padj < 0.05) %>% rownames()
roxaVSctrl_genes = roxaVSctrl %>% filter(log2FoldChange>0 & padj < 0.05)%>% rownames()
DEG
shrinked FC
dds$condition = relevel(dds$condition, ref = "osiPersistors")
dds <- nbinomWaldTest(dds)
cpVSop <- lfcShrink(dds,coef = "condition_comboPersistors_vs_osiPersistors") %>% as.data.frame()
dds$condition = relevel(dds$condition, ref = "ctrl")
dds <- nbinomWaldTest(dds)
roxaVSctrl <- lfcShrink(dds,coef = "condition_roxa_vs_ctrl") %>% as.data.frame()
diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = cpVSop$log2FoldChange,roxaVSctrl_FC = roxaVSctrl$log2FoldChange, cpVSop_padj = cpVSop$padj)
ranked_vec = diff_genes[, 1] %>% setNames(rownames(diff_genes)) %>% sort(decreasing = TRUE)
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in comboPersistor") + theme( axis.text.y = element_text(size=10))
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in osiPersistors") + theme(axis.text.y = element_text(size=10))
print_tab(plt1+plt2,title = "cpVSop")
ranked_vec = diff_genes[, 2] %>% setNames(rownames(diff_genes)) %>% sort(decreasing = TRUE)
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in roxa")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "cpVSop")
DEG in
comboVSosi but not in roxaVSctrl
cpVSop <- results(dds,contrast = c("condition","comboPersistors","osiPersistors")) %>% as.data.frame()
roxaVSctrl <- results(dds,contrast = c("condition","roxa","ctrl")) %>% as.data.frame()
diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = 2**cpVSop$log2FoldChange,roxaVSctrl_FC = 2**roxaVSctrl$log2FoldChange, cpVSop_padj = cpVSop$padj)
up_genes_df = diff_genes %>% filter(cpVSop_FC > 2 & roxaVSctrl_FC<1.2 & cpVSop_padj<0.05)
down_genes_df = diff_genes %>% filter(cpVSop_FC < 0.5 & roxaVSctrl_FC>0.8 & cpVSop_padj<0.05)
up_genes = diff_genes %>% filter(cpVSop_FC > 2 & roxaVSctrl_FC<1.2 & cpVSop_padj<0.05) %>% rownames()
down_genes = diff_genes %>% filter(cpVSop_FC < 0.5 & roxaVSctrl_FC>0.8 & cpVSop_padj<0.1)%>% rownames()
print_tab(up_genes_df,title = "up")
up
print_tab(down_genes_df,title = "down")
down
NA
H1975_up_genes = up_genes
H1975_down_genes = down_genes
hyp_obj <- hypeR(up_genes, genesets, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
plt1 = hyp_dots(hyp_obj,title = "up in comboVSosi but not in roxaVSctrl")
hyp_obj <- hypeR(down_genes, genesets, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
plt2 = hyp_dots(hyp_obj,title = "down in comboVSosi but not in roxaVSctrl")
plt1 + plt2

print_tab(data.frame(up_genes[up_genes %in% genesets$HALLMARK_E2F_TARGETS]),title = "up genes in E2F")
up genes in E2F
print_tab(data.frame(up_genes[up_genes %in% genesets$HALLMARK_HYPOXIA]),title = "up genes in Hypoxia")
Expression heatmap
# select the 50 most differentially expressed genes
genes <- c("DUSP6","MKI67")
mat <- H1975Oct23[ genes, ]
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)
library(ComplexHeatmap)
library(ggplot2)
p = Heatmap(mat, cluster_rows = F, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score")
print_tab(plt = p,title = "markers")
markers

genes <- hif_targets
mat <- H1975Oct23[genes, ] %>% filter(rowSums(across(where(is.numeric)))!=0)
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)
p = Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",column_title = "HIF targets",row_names_gp = gpar(fontsize = 8))
print_tab(plt = p,title = "HIF targets")
HIF targets

genes <- genesets$HALLMARK_HYPOXIA
mat <- H1975Oct23[genes, ] %>% filter(rowSums(across(where(is.numeric)))!=0)
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)
p = Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",column_title = "HALLMARK_HYPOXIA",row_names_gp =gpar(fontsize = 0))
print_tab(plt = p,title = "HALLMARK_HYPOXIA")
HALLMARK_HYPOXIA

NA
G2M heatmap
print_tab(plt = p,title = "HALLMARK_G2M_CHECKPOINT")
HALLMARK_G2M_CHECKPOINT

NA
Enrichment analysis
chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")
wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "wikipathways")
wikipathways

chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_biocarta, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_biocarta, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")
wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "biocarta")
biocarta

chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_pid, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_pid, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")
wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "pid")
pid

chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_REACTOME, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_REACTOME, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")
wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "REACTOME")
REACTOME

NA
for (chosen_clusters in 1:length(unique(split$cluster))) {
chosen_genes = split %>% dplyr::filter(cluster == chosen_clusters) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
print(hyp_dots(hyp_obj,size_by = "none"))
}
Distance plot
vsd <- vst(dds, blind=FALSE)
sampleDists <- dist(t(assay(vsd)))
library("RColorBrewer")
sampleDistMatrix <- as.matrix(sampleDists)
colnames(sampleDistMatrix) <- NULL
colors <- colorRampPalette( rev(brewer.pal(9, "Blues")) )(255)
pheatmap(sampleDistMatrix,
clustering_distance_rows=sampleDists,
clustering_distance_cols=sampleDists,
col=colors)

---
title: '`r rstudioapi::getSourceEditorContext()$path %>% basename() %>% gsub(pattern = "\\.Rmd",replacement = "")`' 
author: "Avishai Wizel"
date: '`r Sys.time()`'
output: 
  html_notebook: 
    code_folding: hide
    toc: yes
    toc_collapse: yes
    toc_float: 
      collapsed: FALSE
    number_sections: true
    toc_depth: 1
---

<style type="text/css">
.main-container {
  max-width: 85% !important;
  margin: auto;
}
</style>

# Functions

```{r warning=FALSE}
```

# Data


```{r}
genesets <- msigdb_download("Homo sapiens",category="H") %>% append( msigdb_download("Homo sapiens",category="C2",subcategory = "CP:KEGG"))
genesets_biocarta <-  msigdb_download("Homo sapiens",category="C2",subcategory = "CP:BIOCARTA")
genesets_pid <-  msigdb_download("Homo sapiens",category="C2",subcategory = "CP:PID")
 genesets_REACTOME <- msigdb_download("Homo sapiens",category="C2",subcategory = "CP:REACTOME")
genesets_wikipathways<- msigdb_download("Homo sapiens",category="C2",subcategory = "CP:WIKIPATHWAYS")

a = msigdb_download("Homo sapiens",category="C2",subcategory = "CP")
H1975Oct23 = read.table(
  file = "./Data/osiRoxa_bulk/Oct23/gene_fpkm.xls",
  sep = "\t",
  header = TRUE
)
rownames(H1975Oct23) = make.unique(H1975Oct23[,"gene_name",drop=T])
H1975Oct23 = H1975Oct23[,2:16]
names (H1975Oct23) = gsub(x = names(H1975Oct23),pattern = "_C",replacement = "_ctrl")%>% gsub(pattern = "p_OR",replacement = "_comboPersistors") %>% gsub(pattern = "p_O",replacement = "_osiPersistors") %>% gsub(pattern = "_R",replacement = "_roxa")%>% gsub(,pattern = "_O",replacement = "_osi")

```

```{r}
cell.labels = names(H1975Oct23)
condition = str_extract(cell.labels, "osiPersistors|comboPersistors|osi|ctrl|roxa")
metadata = data.frame(condition = condition, row.names = colnames(H1975Oct23))
```

```{r}
library(DESeq2)
dds <- DESeqDataSetFromMatrix(countData = round(H1975Oct23),
                              colData = metadata,
                              design = ~condition)
```


# PCA
```{r}
nrow(dds)
dds1 <- dds[ rowSums(counts(dds)) >= 3, ]
nrow(dds1)
```

```{r}
vst = vst(dds1, blind=FALSE)
```

```{r}
library("ggfortify")
PCAdata <- prcomp(t(assay(vst)))
autoplot(PCAdata, data = metadata,colour = "condition",label = FALSE, main="PCA") # Show dots

```
# DESeq
```{r}
dds <- DESeq(dds)
dds_H1975_OCT23 = dds
```

```{r}
dds = dds_H1975_OCT23
```


# Top variable genes heatmap
```{r}
genes <- head(order(rowVars(assay(dds)), decreasing = TRUE), 1000)

mat <- H1975Oct23[ genes, ]
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)

library(ComplexHeatmap) 
library(ggplot2) 
Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",row_names_gp = gpar(fontsize = 0)) 
```

# DEG FC {.tabset}
```{r}
cpVSop <- results(dds,contrast = c("condition","comboPersistors","osiPersistors"))  %>% as.data.frame()
roxaVSctrl <- results(dds,contrast = c("condition","roxa","ctrl"))  %>% as.data.frame()
osiVSctrl <- results(dds,contrast = c("condition","osi","ctrl"))  %>% as.data.frame()

diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = cpVSop$log2FoldChange,roxaVSctrl_FC = roxaVSctrl$log2FoldChange,  cpVSop_padj = cpVSop$padj)
```


```{r fig.height=6, fig.width=13, results='asis'}
cpVSop = cpVSop[order(cpVSop$log2FoldChange, cpVSop$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = cpVSop[,"log2FoldChange"]%>% setNames(rownames(cpVSop)) %>% na.omit() # make named vector

hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in comboPersistor")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in osiPersistors")
print_tab(plt1+plt2,title = "cpVSop")


roxaVSctrl = roxaVSctrl[order(roxaVSctrl$log2FoldChange, roxaVSctrl$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = roxaVSctrl[,"log2FoldChange"]%>% setNames(rownames(roxaVSctrl)) %>% na.omit()  # make named vector

hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in roxa")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "roxa VS ctrl")

osiVSctrl = osiVSctrl[order(osiVSctrl$log2FoldChange, osiVSctrl$padj,decreasing = T),] #order by FC, ties bt padj
ranked_vec = osiVSctrl[,"log2FoldChange"]%>% setNames(rownames(osiVSctrl)) %>% na.omit()  # make named vector

hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in osi")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "osi VS ctrl")

```


# CC upregulted in cp VS op
```{r}
osiVSctrl_genes <- results(dds,contrast = c("condition","osi","ctrl"))  %>% as.data.frame() %>% filter(log2FoldChange>0 & padj < 0.05) %>% rownames()
cpVSctrl_genes <- results(dds,contrast = c("condition","comboPersistors","ctrl"))  %>% as.data.frame() %>% filter(log2FoldChange>0 & padj < 0.05) %>% rownames()
roxaVSctrl_genes = roxaVSctrl %>% filter(log2FoldChange>0 & padj < 0.05)%>% rownames()

```

# DEG shrinked FC {.tabset}
```{r}
dds$condition = relevel(dds$condition, ref = "osiPersistors")
dds <- nbinomWaldTest(dds)
cpVSop <- lfcShrink(dds,coef = "condition_comboPersistors_vs_osiPersistors")  %>% as.data.frame()

dds$condition = relevel(dds$condition, ref = "ctrl")
dds <- nbinomWaldTest(dds)
roxaVSctrl <- lfcShrink(dds,coef  = "condition_roxa_vs_ctrl")  %>% as.data.frame()


diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = cpVSop$log2FoldChange,roxaVSctrl_FC = roxaVSctrl$log2FoldChange,  cpVSop_padj = cpVSop$padj)

```


```{r fig.height=6, fig.width=13,results='asis'}
ranked_vec = diff_genes[, 1] %>% setNames(rownames(diff_genes)) %>% sort(decreasing = TRUE)
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in comboPersistor") + theme(  axis.text.y = element_text(size=10))
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in osiPersistors") + theme(axis.text.y = element_text(size=10))
print_tab(plt1+plt2,title = "cpVSop")

ranked_vec = diff_genes[, 2] %>% setNames(rownames(diff_genes)) %>% sort(decreasing = TRUE)
hyp_obj <- hypeR_fgsea(ranked_vec, genesets, up_only = F)
plt = hyp_dots(hyp_obj,merge = F)
plt1 = plt$up+ aes(size=nes)+ggtitle("up in roxa")
plt2 = plt$dn+ aes(size=abs(nes))+ggtitle("up in ctrl")
print_tab(plt1+plt2,title = "cpVSop")

```


# DEG in comboVSosi but not in roxaVSctrl {.tabset}

```{r results='asis'}
cpVSop <- results(dds,contrast = c("condition","comboPersistors","osiPersistors"))  %>% as.data.frame()
roxaVSctrl <- results(dds,contrast = c("condition","roxa","ctrl"))  %>% as.data.frame()
diff_genes = data.frame(row.names = rownames(cpVSop), cpVSop_FC = 2**cpVSop$log2FoldChange,roxaVSctrl_FC = 2**roxaVSctrl$log2FoldChange,  cpVSop_padj = cpVSop$padj)
up_genes_df =  diff_genes %>% filter(cpVSop_FC > 2 & roxaVSctrl_FC<1.2 & cpVSop_padj<0.05) 
down_genes_df = diff_genes %>% filter(cpVSop_FC < 0.5 & roxaVSctrl_FC>0.8 & cpVSop_padj<0.05)
up_genes = diff_genes %>% filter(cpVSop_FC > 2 & roxaVSctrl_FC<1.2 & cpVSop_padj<0.05) %>% rownames()
down_genes = diff_genes %>% filter(cpVSop_FC < 0.5 & roxaVSctrl_FC>0.8 & cpVSop_padj<0.1)%>% rownames()

print_tab(up_genes_df,title = "up")
print_tab(down_genes_df,title = "down")
```
```{r}
H1975_up_genes = up_genes
H1975_down_genes = down_genes

```

# {-}

```{r fig.height=6, fig.width=13,results='asis'}
hyp_obj <- hypeR(up_genes, genesets, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
plt1 = hyp_dots(hyp_obj,title = "up in comboVSosi but not in roxaVSctrl")
 

hyp_obj <- hypeR(down_genes, genesets, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
plt2 = hyp_dots(hyp_obj,title = "down in comboVSosi but not in roxaVSctrl")

plt1 + plt2
```
```{r results='asis'}
print_tab(data.frame(up_genes[up_genes %in% genesets$HALLMARK_E2F_TARGETS]),title = "up genes in E2F")
print_tab(data.frame(up_genes[up_genes %in% genesets$HALLMARK_HYPOXIA]),title = "up genes in Hypoxia")


```

# Expression heatmap {.tabset}
```{r fig.height=6, results='asis'}
# select the 50 most differentially expressed genes 
genes <- c("DUSP6","MKI67")
mat <- H1975Oct23[ genes, ]
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)

library(ComplexHeatmap) 
library(ggplot2) 
p = Heatmap(mat, cluster_rows = F, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score") 
print_tab(plt = p,title = "markers")

genes <- hif_targets
mat <- H1975Oct23[genes, ] %>% filter(rowSums(across(where(is.numeric)))!=0)
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)

 
p = Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",column_title = "HIF targets",row_names_gp = gpar(fontsize = 8))

print_tab(plt = p,title = "HIF targets")



genes <- genesets$HALLMARK_HYPOXIA
mat <- H1975Oct23[genes, ] %>% filter(rowSums(across(where(is.numeric)))!=0)
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)


p = Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",column_title = "HALLMARK_HYPOXIA",row_names_gp =gpar(fontsize = 0)) 

print_tab(plt = p,title = "HALLMARK_HYPOXIA")



```
# G2M heatmap
```{r fig.height=6, results='asis'}
genes <- genesets$HALLMARK_G2M_CHECKPOINT
mat <- H1975Oct23[genes, ] %>% filter(rowSums(across(where(is.numeric)))!=0)
mat <- t(scale(t(mat)))
anno <- as.data.frame(mat)

split = data.frame( cluster = cutree(hclust(dist(mat)), k = 6))
ha = rowAnnotation(cluster = as.character(split$cluster),col = list(cluster = structure(rainbow(n = 6), names=unique(split$cluster))))
p = Heatmap(mat, cluster_rows = T, cluster_columns = F, column_labels = colnames(anno), name = "fpkm Z-score",column_title = "HALLMARK_G2M_CHECKPOINT",row_names_gp =gpar(fontsize = 0),right_annotation = ha)

print_tab(plt = p,title = "HALLMARK_G2M_CHECKPOINT")

```
# Enrichment analysis {.tabset}
```{r fig.height=7,results='asis'}
chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")

wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "wikipathways")


chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_biocarta, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_biocarta, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")

wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "biocarta")

chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_pid, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_pid, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")

wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "pid")

chosen_genes = split %>% dplyr::filter(cluster == 1) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_REACTOME, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p1 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 1")
chosen_genes = split %>% dplyr::filter(cluster == 4) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_REACTOME, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
p2 = hyp_dots(hyp_obj,size_by = "none",title = "cluster 4")

wiki_p = (p1/p2)
print_tab(plt = wiki_p,title = "REACTOME")

```
```{r}
for (chosen_clusters in 1:length(unique(split$cluster))) {
chosen_genes = split %>% dplyr::filter(cluster == chosen_clusters) %>% rownames() #take relevant genes
hyp_obj <- hypeR(chosen_genes, genesets_wikipathways, test = "hypergeometric", fdr=1, plotting=F,background = rownames(H1975Oct23))
print(hyp_dots(hyp_obj,size_by = "none"))
  
  }
```




# Distance plot
```{r}
vsd <- vst(dds, blind=FALSE)
sampleDists <- dist(t(assay(vsd)))
library("RColorBrewer")
sampleDistMatrix <- as.matrix(sampleDists)
colnames(sampleDistMatrix) <- NULL
colors <- colorRampPalette( rev(brewer.pal(9, "Blues")) )(255)
pheatmap(sampleDistMatrix,
         clustering_distance_rows=sampleDists,
         clustering_distance_cols=sampleDists,
         col=colors)
```
<script src="https://hypothes.is/embed.js" async></script>

