1 Functions

tpm <- function(counts, lengths) {
  rpk <- counts / lengths
  coef <- sum(rpk) / 1e6
  rpk/coef
}

rpk <- function(counts, lengths) {
  rpk <- counts / lengths
  rpk
}

2 Read data

acc_immune_data_part1 <- read.delim("./Data/raw_data/SN0276364",skip=1,header=T, 
                       sep="\t",stringsAsFactors=F,row.names=1,check.names = F)

acc_immune_data_part2 <- read.delim("./Data/raw_data/SN0276892",skip=1,header=T, 
                       sep="\t",stringsAsFactors=F,row.names=1,check.names = F)

3 Pre-process

#save before omitting
genes_names = acc_immune_data_part1$gene_name
genes_lengths = acc_immune_data_part1[,5]

#omit non relevant cols
acc_immune_data_part1=acc_immune_data_part1[,7:ncol(acc_immune_data_part1)]
acc_immune_data_part2=acc_immune_data_part2[,7:ncol(acc_immune_data_part2)]

#combine datasets
acc_immune_data = cbind(acc_immune_data_part1,acc_immune_data_part2)

#create genes names
genes_names=make.unique(genes_names) %>% replace_na('NA')
rownames(acc_immune_data) = genes_names

#omit non relevant genes
omitgenes= startsWith(rownames(acc_immune_data),"NA")
acc_immune_data=acc_immune_data[!omitgenes,]
genes_lengths = genes_lengths[!omitgenes] #update genes_lengths

#calcualte gene length and MT genes
mt_genes = startsWith(rownames(acc_immune_data),"MT-")| startsWith(rownames(acc_immune_data),"ERCC-")

#get colnames
cell.labels <- gsub(pattern = "/.*$",replacement = "",colnames(acc_immune_data))

#change colnames
colnames(acc_immune_data) <- cell.labels


acc_immune_counts <- CreateSeuratObject(counts = acc_immune_data, project = "acc_immune_counts", min.cells = 3, min.features = 1000)
Warning: Feature names cannot have underscores ('_'), replacing with dashes ('-')

4 QC

acc_immune_counts@meta.data[["percent.mt"]] <- PercentageFeatureSet(acc_immune_counts, pattern = "^MT-")
print_tab(plt = 
            FeatureScatter(acc_immune_counts, feature1 = "nCount_RNA", feature2 = "percent.mt") + 
            theme(legend.position="none", axis.text.x = element_text(size=8)) + 
              geom_point(color='darkblue')
  
            ,title = "MT percentages")

MT percentages

print_tab(plt = 
            VlnPlot(acc_immune_counts, features = c("nFeature_RNA", "nCount_RNA", "percent.mt"), ncol = 3)
,title = "violin plots")

violin plots

NA

acc_immune_data.rpk=apply(acc_immune_data[!mt_genes,], 2, function(x) rpk(x, genes_lengths[!mt_genes]))
acc_immune <- CreateSeuratObject(counts = acc_immune_data.rpk, project = "acc_immune", min.cells = 3, min.features = 1000)
Warning: Feature names cannot have underscores ('_'), replacing with dashes ('-')
acc_immune = NormalizeData(object = acc_immune,scale.factor = 1e6) #create TPM
Performing log-normalization
0%   10   20   30   40   50   60   70   80   90   100%
[----|----|----|----|----|----|----|----|----|----|
**************************************************|
acc_immune@assays$RNA@data = log2(exp(1)) * acc_immune@assays$RNA@data #convert from e base to 2 base log
# new_genes = rownames(acc_immune_data) %in% rownames(acc_immune)
# acc_immune_data.tpm=apply(acc_immune_data[new_genes,], 2, function(x) tpm(x, genes_lengths[new_genes])) %>%as.data.frame()
# acc_immune_data.tpm = log2(acc_immune_data.tpm+1)

5 Filtering

nFeature_RNA_threshold = 1000
percent.mt_threshold = 40
print ("nFeature_RNA threshold = " %>% paste(nFeature_RNA_threshold))
[1] "nFeature_RNA threshold =  1000"
print ("percent.mt threshold = " %>% paste(percent.mt_threshold))
[1] "percent.mt threshold =  40"
acc_immune <- subset(acc_immune, subset = nFeature_RNA > nFeature_RNA_threshold & percent.mt < percent.mt_threshold)
acc_immune
An object of class Seurat 
22647 features across 621 samples within 1 assay 
Active assay: RNA (22647 features, 0 variable features)

6 PCA

# Identification of highly variable features
acc_immune <- FindVariableFeatures(acc_immune, selection.method = "vst", nfeatures = 15000) 
# Scaling the data
acc_immune <- ScaleData(acc_immune, vars.to.regress = c("percent.mt","nCount_RNA"))
# Perform linear dimensional reduction (PCA)
acc_immune <- RunPCA(acc_immune, features = VariableFeatures(object = acc_immune))
ElbowPlot(acc_immune, ndims = 50) # checking the dimensionality 

pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
[1] "PCA dims =  10"

7 UMAP and clustering

acc_immune <- FindNeighbors(acc_immune, dims = pc2use,verbose = F)
acc_immune <- FindClusters(acc_immune, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune <- RunUMAP(acc_immune, dims = pc2use,verbose = F)
DimPlot(object = acc_immune, reduction = "umap", pt.size = 1, label = F)

8 UMAPS




#get metedata
plate = str_extract(colnames(acc_immune), "^.*-P[0-9]*")
patient.ident = str_extract(colnames(acc_immune), "ACC[0-9]*")
origin = str_extract(colnames(acc_immune), "LN")
origin = origin %>% replace_na('Primary')

acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(patient.ident), col.name = "patient.ident")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(plate), col.name = "plate")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(origin), col.name = "origin")

print_tab(DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "patient.ident") 
,title = "by patient")

by patient

print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "plate") 
        ,title =  "by plate")

by plate

print_tab(plt =
            FeaturePlot(object = acc_immune, features = "PTPRC")
          ,
          title = "CD45")

CD45

print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "origin") 
        ,title =  "by origin")

by origin

NA

library(SeuratDisk)
SaveH5Seurat(object = acc_immune,filename = "./Data/acc_immune")

9 5K var genes

10 PCA

# Identification of highly variable features
acc_immune <- FindVariableFeatures(acc_immune, selection.method = "vst", nfeatures = 5000) 
# Scaling the data
acc_immune <- ScaleData(acc_immune, vars.to.regress = c("percent.mt","nCount_RNA"))
# Perform linear dimensional reduction (PCA)
acc_immune <- RunPCA(acc_immune, features = VariableFeatures(object = acc_immune))
ElbowPlot(acc_immune, ndims = 50) # checking the dimensionality 

pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
[1] "PCA dims =  10"

11 UMAP and clustering

acc_immune <- FindNeighbors(acc_immune, dims = pc2use,verbose = F)
acc_immune <- FindClusters(acc_immune, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune <- RunUMAP(acc_immune, dims = pc2use,verbose = F)
Warning: The default method for RunUMAP has changed from calling Python UMAP via reticulate to the R-native UWOT using the cosine metric
To use Python UMAP via reticulate, set umap.method to 'umap-learn' and metric to 'correlation'
This message will be shown once per session
DimPlot(object = acc_immune, reduction = "umap", pt.size = 1, label = F)

12 UMAPSS




#get metedata
plate = str_extract(colnames(acc_immune), "^.*-P[0-9]*")
patient.ident = str_extract(colnames(acc_immune), "ACC[0-9]*")
origin = str_extract(colnames(acc_immune), "LN")
origin = origin %>% replace_na('Primary')

acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(patient.ident), col.name = "patient.ident")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(plate), col.name = "plate")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(origin), col.name = "origin")

print_tab(DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "patient.ident") 
,title = "by patient")

by patient

print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "plate") 
        ,title =  "by plate")

by plate

print_tab(plt =
            FeaturePlot(object = acc_immune, features = "PTPRC")
          ,
          title = "CD45")

CD45

print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "origin") 
        ,title =  "by origin")

by origin

NA

library(SeuratDisk)
SaveH5Seurat(object = acc_immune,filename = "./Data/acc_immune_5KvarGenes")

13 Primary

acc_immune_pri  = subset(acc_immune, subset = origin == "Primary")

13.1 PCA

pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))

13.2 UMAP and clustering

acc_immune_pri <- FindNeighbors(acc_immune_pri, dims = pc2use,verbose = F)
acc_immune_pri <- FindClusters(acc_immune_pri, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune_pri <- RunUMAP(acc_immune_pri, dims = pc2use,verbose = F,  metric = "euclidean")
DimPlot(object = acc_immune_pri, reduction = "umap", pt.size = 1, label = F)
SeuratDisk::SaveH5Seurat(object = acc_immune_pri,filename = "./Data/acc_immune_pri.h5seurat")

14 LN

acc_immune_ln  = subset(acc_immune, subset = origin == "LN")

14.1 PCA

pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))

14.2 UMAP and clustering

acc_immune_ln <- FindNeighbors(acc_immune_ln, dims = pc2use,verbose = F)
acc_immune_ln <- FindClusters(acc_immune_ln, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune_ln <- RunUMAP(acc_immune_ln, dims = pc2use,verbose = F,  metric = "euclidean")
DimPlot(object = acc_immune_ln, reduction = "umap", pt.size = 1, label = F)
SeuratDisk::SaveH5Seurat(object = acc_immune_ln,filename = "./Data/acc_immune_ln.h5seurat")

prefix="acc_tpm_nCount_mito_no146_"
acc_caf = readRDS(paste(prefix,"cafs.rds",sep=""))
acc_caf = readRDS("/sci/labs/yotamd/lab_share/ACC/ACC_sc/analysis/acc_tpm_nCount_mito_no146_cafs.rds")

acc_caf <- FindVariableFeatures(acc_caf, selection.method = "vst", nfeatures = 7500)
acc_caf <- ScaleData(acc_caf, vars.to.regress = c("percent.mt","nCount_RNA"))
clus_res=.25
gs=acc_caf@assays$RNA@var.features

myCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("ADIRF","ACTA2","MYH11","TAGLN","SPARCL1","MCAM","A2M","MYLK","IGFBP7","CRIP1","TINAGL1","TPM2","PTP4A3","PPP1R14A","CRIP2","ADAMTS1","CSRP2","NDUFA4L2","TPM1","MAP1B","FRZB","PRKCDBP","CSRP1","CAV1","ADAMTS4","GJA4","RGS5","MEF2C","CALM2","APOLD1","OAZ2","MGST3","ISYNA1","CPM","PGF","GUCY1B3","UBA2","YIF1A","PHLDA1","NDRG2","ID3","RGS16","CYB5R3","CRYAB","OLFML2A","TIMP3","GUCY1A3","FILIP1","FAM13C","NDUFS4","ITGB1","KCNE4","CPE"),gs),],2,mean)
dCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("COL1A1","THBS2","CTHRC1","COL3A1","LUM","COL1A2","LGALS1","COL5A1","POSTN","SERPINE1","LOXL2","COL11A1","CTSK","COL12A1","MMP2","INHBA","TNFAIP6","VCAN","ADAM12","THY1","FN1","STEAP1","SPON2","PLAUR","SPHK1","LOX","EMP1","ANGPTL2","RARRES2","SULF1","IGFBP3","COL8A1","GREM1","DCN","ITGA5","ANTXR1","RIN2","TMEM119","TNFRSF12A","P4HA3","CRABP2","TPM4","LOXL1","CPXM1","COL6A1","ASPN","PDLIM4","ITGA11","PRSS23","COL6A2","SFRP2","PLAU","YIF1A","SNAI2","C1S","TMEM176B","CTGF","MORF4L2","UAP1","SERPINF1","ITGB1","TGFBI","HTRA3","C1R","TIMP1","LMNA","CYP1B1","MGP","ANGPTL4"),gs),],2,mean)
iCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("CFD","GPC3","C3","ADH1B","IGF1","EFEMP1","PODN","SEPP1","CXCL12","ABI3BP","FBLN1","MGST1","MFAP4","PLA2G2A","DPT","WISP2","CCDC80","SFRP2","PTGDS","DCN","MGP","C1S","IGFBP6","GSN","TMEM176A","FIBIN","TMEM176B","SERPINF1","FHL1","GPX3","CTGF","C1R","SFRP4","CYP1B1","CST3","SLC40A1","FHL2","ELN","KLF4","RARRES1","CYR61","IGFBP5"),gs),],2,mean)
iCAF2=apply(acc_caf@assays$RNA@scale.data[intersect(c("IER3","CXCL2","ICAM1","TNFAIP2","NFKBIA","NR4A1","CCL2","SOD2","FOSB","PIM1","ZFP36","CLU","ABL2","GEM","NR4A3","APOD","SAT1","UAP1","OGN","GFPT2","JUNB","THBS1","CDKN1A","C3","CYP1B1","EGR1","ABI3BP","GADD45B","DUSP1","RARRES1","CST3"),gs),],2,mean)
pCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("NUSAP1","DIAPH3","LOXL2","ADAM12","LOX","POSTN","THY1","CD248","FN1","COL12A1","CTHRC1","COL5A1","LOXL1","COL1A1","COL8A1","COL6A1","COL6A2"),gs),],2,mean)
acc_caf=AddMetaData(acc_caf,myCAF,"pan.myCAF")
acc_caf=AddMetaData(acc_caf,dCAF,"pan.dCAF")
acc_caf=AddMetaData(acc_caf,iCAF,"pan.iCAF")
acc_caf=AddMetaData(acc_caf,iCAF2,"pan.iCAF2")
acc_caf=AddMetaData(acc_caf,pCAF,"pan.pCAF")

pc2use=1:11
acc_caf <- RunPCA(acc_caf, features = VariableFeatures(object = acc_caf))
pcaplot <- PCAPlot(acc_caf, label = FALSE)
elbowplot <- ElbowPlot(acc_caf, ndims = 50) # checking the dimensionality 
acc_caf <- FindNeighbors(acc_caf, dims = pc2use)
acc_caf <- FindClusters(acc_caf, resolution = clus_res)
acc_caf <- RunUMAP(acc_caf, dims = pc2use)
DimPlot(object = acc_caf, reduction = "umap", pt.size = 0.5, label = TRUE)

FeaturePlot(acc_caf, "pan.myCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.dCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.iCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.iCAF2", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.pCAF", pt.size = 0.5, cols = c("blue","yellow"))
---
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
---


# Functions

```{r warning=FALSE}
tpm <- function(counts, lengths) {
  rpk <- counts / lengths
  coef <- sum(rpk) / 1e6
  rpk/coef
}

rpk <- function(counts, lengths) {
  rpk <- counts / lengths
  rpk
}
```

# Read data
```{r}
acc_immune_data_part1 <- read.delim("./Data/raw_data/SN0276364",skip=1,header=T, 
                       sep="\t",stringsAsFactors=F,row.names=1,check.names = F)

acc_immune_data_part2 <- read.delim("./Data/raw_data/SN0276892",skip=1,header=T, 
                       sep="\t",stringsAsFactors=F,row.names=1,check.names = F)
```

# Pre-process
```{r}
#save before omitting
genes_names = acc_immune_data_part1$gene_name
genes_lengths = acc_immune_data_part1[,5]

#omit non relevant cols
acc_immune_data_part1=acc_immune_data_part1[,7:ncol(acc_immune_data_part1)]
acc_immune_data_part2=acc_immune_data_part2[,7:ncol(acc_immune_data_part2)]

#combine datasets
acc_immune_data = cbind(acc_immune_data_part1,acc_immune_data_part2)

#create genes names
genes_names=make.unique(genes_names) %>% replace_na('NA')
rownames(acc_immune_data) = genes_names

#omit non relevant genes
omitgenes= startsWith(rownames(acc_immune_data),"NA")
acc_immune_data=acc_immune_data[!omitgenes,]
genes_lengths = genes_lengths[!omitgenes] #update genes_lengths

#calcualte gene length and MT genes
mt_genes = startsWith(rownames(acc_immune_data),"MT-")| startsWith(rownames(acc_immune_data),"ERCC-")

#get colnames
cell.labels <- gsub(pattern = "/.*$",replacement = "",colnames(acc_immune_data))

#change colnames
colnames(acc_immune_data) <- cell.labels


acc_immune_counts <- CreateSeuratObject(counts = acc_immune_data, project = "acc_immune_counts", min.cells = 3, min.features = 1000)

```

# QC  {.tabset}
```{r echo=TRUE, results='asis'}
acc_immune_counts@meta.data[["percent.mt"]] <- PercentageFeatureSet(acc_immune_counts, pattern = "^MT-")
print_tab(plt = 
            FeatureScatter(acc_immune_counts, feature1 = "nCount_RNA", feature2 = "percent.mt") + 
            theme(legend.position="none", axis.text.x = element_text(size=8)) + 
              geom_point(color='darkblue')
  
            ,title = "MT percentages")

print_tab(plt = 
            VlnPlot(acc_immune_counts, features = c("nFeature_RNA", "nCount_RNA", "percent.mt"), ncol = 3)
,title = "violin plots")

```


```{r}
acc_immune_data.rpk=apply(acc_immune_data[!mt_genes,], 2, function(x) rpk(x, genes_lengths[!mt_genes]))
acc_immune <- CreateSeuratObject(counts = acc_immune_data.rpk, project = "acc_immune", min.cells = 3, min.features = 1000)
```
```{r}
acc_immune = NormalizeData(object = acc_immune,scale.factor = 1e6) #create TPM
acc_immune@assays$RNA@data = log2(exp(1)) * acc_immune@assays$RNA@data #convert from e base to 2 base log
```


```{r}
# new_genes = rownames(acc_immune_data) %in% rownames(acc_immune)
# acc_immune_data.tpm=apply(acc_immune_data[new_genes,], 2, function(x) tpm(x, genes_lengths[new_genes])) %>%as.data.frame()
# acc_immune_data.tpm = log2(acc_immune_data.tpm+1)
```

# Filtering
```{r}
nFeature_RNA_threshold = 1000
percent.mt_threshold = 40
print ("nFeature_RNA threshold = " %>% paste(nFeature_RNA_threshold))
print ("percent.mt threshold = " %>% paste(percent.mt_threshold))

acc_immune <- subset(acc_immune, subset = nFeature_RNA > nFeature_RNA_threshold & percent.mt < percent.mt_threshold)
acc_immune
```

# PCA
```{r results='hide'}
# Identification of highly variable features
acc_immune <- FindVariableFeatures(acc_immune, selection.method = "vst", nfeatures = 15000) 

# Scaling the data
acc_immune <- ScaleData(acc_immune, vars.to.regress = c("percent.mt","nCount_RNA"))

# Perform linear dimensional reduction (PCA)
acc_immune <- RunPCA(acc_immune, features = VariableFeatures(object = acc_immune))

ElbowPlot(acc_immune, ndims = 50) # checking the dimensionality 

```
```{r}
pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
```

# UMAP and clustering
```{r}
acc_immune <- FindNeighbors(acc_immune, dims = pc2use,verbose = F)
acc_immune <- FindClusters(acc_immune, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune <- RunUMAP(acc_immune, dims = pc2use,verbose = F)
DimPlot(object = acc_immune, reduction = "umap", pt.size = 1, label = F)
```
# UMAPS  {.tabset}
```{r echo=TRUE, results='asis'}



#get metedata
plate = str_extract(colnames(acc_immune), "^.*-P[0-9]*")
patient.ident = str_extract(colnames(acc_immune), "ACC[0-9]*")
origin = str_extract(colnames(acc_immune), "LN")
origin = origin %>% replace_na('Primary')

acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(patient.ident), col.name = "patient.ident")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(plate), col.name = "plate")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(origin), col.name = "origin")

print_tab(DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "patient.ident") 
,title = "by patient")
print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "plate") 
        ,title =  "by plate")

print_tab(plt =
            FeaturePlot(object = acc_immune, features = "PTPRC")
          ,
          title = "CD45")
print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "origin") 
        ,title =  "by origin")
```

```{r}
library(SeuratDisk)
SaveH5Seurat(object = acc_immune,filename = "./Data/acc_immune")
```


# 5K var genes
# PCA
```{r results='hide'}
# Identification of highly variable features
acc_immune <- FindVariableFeatures(acc_immune, selection.method = "vst", nfeatures = 5000) 

# Scaling the data
acc_immune <- ScaleData(acc_immune, vars.to.regress = c("percent.mt","nCount_RNA"))

# Perform linear dimensional reduction (PCA)
acc_immune <- RunPCA(acc_immune, features = VariableFeatures(object = acc_immune))

ElbowPlot(acc_immune, ndims = 50) # checking the dimensionality 
```

```{r}
pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
```

# UMAP and clustering
```{r}
acc_immune <- FindNeighbors(acc_immune, dims = pc2use,verbose = F)
acc_immune <- FindClusters(acc_immune, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune <- RunUMAP(acc_immune, dims = pc2use,verbose = F)
DimPlot(object = acc_immune, reduction = "umap", pt.size = 1, label = F)
```
# UMAPSS  {.tabset}
```{r echo=TRUE, results='asis'}



#get metedata
plate = str_extract(colnames(acc_immune), "^.*-P[0-9]*")
patient.ident = str_extract(colnames(acc_immune), "ACC[0-9]*")
origin = str_extract(colnames(acc_immune), "LN")
origin = origin %>% replace_na('Primary')

acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(patient.ident), col.name = "patient.ident")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(plate), col.name = "plate")
acc_immune <- AddMetaData(object = acc_immune, metadata = as.factor(origin), col.name = "origin")

print_tab(DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "patient.ident") 
,title = "by patient")
print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "plate") 
        ,title =  "by plate")

print_tab(plt =
            FeaturePlot(object = acc_immune, features = "PTPRC")
          ,
          title = "CD45")
print_tab(plt = 
            DimPlot(acc_immune, reduction = "umap", label = F, pt.size = 1,group.by = "origin") 
        ,title =  "by origin")
```

```{r}
library(SeuratDisk)
SaveH5Seurat(object = acc_immune,filename = "./Data/acc_immune_5KvarGenes")
```

# Primary
```{r}
acc_immune_pri  = subset(acc_immune, subset = origin == "Primary")
```


## PCA
```{r results='hide'}
# Identification of highly variable features
acc_immune_pri <- FindVariableFeatures(acc_immune_pri, selection.method = "vst", nfeatures = 15000) 

# Scaling the data
acc_immune_pri <- ScaleData(acc_immune_pri, vars.to.regress = c("percent.mt","nCount_RNA"))

# Perform linear dimensional reduction (PCA)
acc_immune_pri <- RunPCA(acc_immune_pri, features = VariableFeatures(object = acc_immune_pri))

ElbowPlot(acc_immune_pri, ndims = 50) # checking the dimensionality 

```

```{r}
pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
```

## UMAP and clustering
```{r}
acc_immune_pri <- FindNeighbors(acc_immune_pri, dims = pc2use,verbose = F)
acc_immune_pri <- FindClusters(acc_immune_pri, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune_pri <- RunUMAP(acc_immune_pri, dims = pc2use,verbose = F,  metric = "euclidean")
DimPlot(object = acc_immune_pri, reduction = "umap", pt.size = 1, label = F)
```
```{r}
SeuratDisk::SaveH5Seurat(object = acc_immune_pri,filename = "./Data/acc_immune_pri.h5seurat")
```


# LN
```{r}
acc_immune_ln  = subset(acc_immune, subset = origin == "LN")
```


## PCA
```{r results='hide'}
# Identification of highly variable features
acc_immune_ln <- FindVariableFeatures(acc_immune_ln, selection.method = "vst", nfeatures = 15000) 

# Scaling the data
acc_immune_ln <- ScaleData(acc_immune_ln, vars.to.regress = c("percent.mt","nCount_RNA"))

# Perform linear dimensional reduction (PCA)
acc_immune_ln <- RunPCA(acc_immune_ln, features = VariableFeatures(object = acc_immune_ln))

ElbowPlot(acc_immune_ln, ndims = 50) # checking the dimensionality 

```

```{r}
pc2use=1:10
clus_res=1
print("PCA dims = " %>% paste(max(pc2use)))
```

## UMAP and clustering
```{r}
acc_immune_ln <- FindNeighbors(acc_immune_ln, dims = pc2use,verbose = F)
acc_immune_ln <- FindClusters(acc_immune_ln, resolution = clus_res,verbose = F)

# Run non-linear dimensional reduction (UMAP)
acc_immune_ln <- RunUMAP(acc_immune_ln, dims = pc2use,verbose = F,  metric = "euclidean")
DimPlot(object = acc_immune_ln, reduction = "umap", pt.size = 1, label = F)
```
```{r}
SeuratDisk::SaveH5Seurat(object = acc_immune_ln,filename = "./Data/acc_immune_ln.h5seurat")
```
```{r}

prefix="acc_tpm_nCount_mito_no146_"
acc_caf = readRDS(paste(prefix,"cafs.rds",sep=""))
acc_caf = readRDS("/sci/labs/yotamd/lab_share/ACC/ACC_sc/analysis/acc_tpm_nCount_mito_no146_cafs.rds")

acc_caf <- FindVariableFeatures(acc_caf, selection.method = "vst", nfeatures = 7500)
acc_caf <- ScaleData(acc_caf, vars.to.regress = c("percent.mt","nCount_RNA"))
clus_res=.25
gs=acc_caf@assays$RNA@var.features

myCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("ADIRF","ACTA2","MYH11","TAGLN","SPARCL1","MCAM","A2M","MYLK","IGFBP7","CRIP1","TINAGL1","TPM2","PTP4A3","PPP1R14A","CRIP2","ADAMTS1","CSRP2","NDUFA4L2","TPM1","MAP1B","FRZB","PRKCDBP","CSRP1","CAV1","ADAMTS4","GJA4","RGS5","MEF2C","CALM2","APOLD1","OAZ2","MGST3","ISYNA1","CPM","PGF","GUCY1B3","UBA2","YIF1A","PHLDA1","NDRG2","ID3","RGS16","CYB5R3","CRYAB","OLFML2A","TIMP3","GUCY1A3","FILIP1","FAM13C","NDUFS4","ITGB1","KCNE4","CPE"),gs),],2,mean)
dCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("COL1A1","THBS2","CTHRC1","COL3A1","LUM","COL1A2","LGALS1","COL5A1","POSTN","SERPINE1","LOXL2","COL11A1","CTSK","COL12A1","MMP2","INHBA","TNFAIP6","VCAN","ADAM12","THY1","FN1","STEAP1","SPON2","PLAUR","SPHK1","LOX","EMP1","ANGPTL2","RARRES2","SULF1","IGFBP3","COL8A1","GREM1","DCN","ITGA5","ANTXR1","RIN2","TMEM119","TNFRSF12A","P4HA3","CRABP2","TPM4","LOXL1","CPXM1","COL6A1","ASPN","PDLIM4","ITGA11","PRSS23","COL6A2","SFRP2","PLAU","YIF1A","SNAI2","C1S","TMEM176B","CTGF","MORF4L2","UAP1","SERPINF1","ITGB1","TGFBI","HTRA3","C1R","TIMP1","LMNA","CYP1B1","MGP","ANGPTL4"),gs),],2,mean)
iCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("CFD","GPC3","C3","ADH1B","IGF1","EFEMP1","PODN","SEPP1","CXCL12","ABI3BP","FBLN1","MGST1","MFAP4","PLA2G2A","DPT","WISP2","CCDC80","SFRP2","PTGDS","DCN","MGP","C1S","IGFBP6","GSN","TMEM176A","FIBIN","TMEM176B","SERPINF1","FHL1","GPX3","CTGF","C1R","SFRP4","CYP1B1","CST3","SLC40A1","FHL2","ELN","KLF4","RARRES1","CYR61","IGFBP5"),gs),],2,mean)
iCAF2=apply(acc_caf@assays$RNA@scale.data[intersect(c("IER3","CXCL2","ICAM1","TNFAIP2","NFKBIA","NR4A1","CCL2","SOD2","FOSB","PIM1","ZFP36","CLU","ABL2","GEM","NR4A3","APOD","SAT1","UAP1","OGN","GFPT2","JUNB","THBS1","CDKN1A","C3","CYP1B1","EGR1","ABI3BP","GADD45B","DUSP1","RARRES1","CST3"),gs),],2,mean)
pCAF=apply(acc_caf@assays$RNA@scale.data[intersect(c("NUSAP1","DIAPH3","LOXL2","ADAM12","LOX","POSTN","THY1","CD248","FN1","COL12A1","CTHRC1","COL5A1","LOXL1","COL1A1","COL8A1","COL6A1","COL6A2"),gs),],2,mean)
acc_caf=AddMetaData(acc_caf,myCAF,"pan.myCAF")
acc_caf=AddMetaData(acc_caf,dCAF,"pan.dCAF")
acc_caf=AddMetaData(acc_caf,iCAF,"pan.iCAF")
acc_caf=AddMetaData(acc_caf,iCAF2,"pan.iCAF2")
acc_caf=AddMetaData(acc_caf,pCAF,"pan.pCAF")

pc2use=1:11
acc_caf <- RunPCA(acc_caf, features = VariableFeatures(object = acc_caf))
pcaplot <- PCAPlot(acc_caf, label = FALSE)
elbowplot <- ElbowPlot(acc_caf, ndims = 50) # checking the dimensionality 
acc_caf <- FindNeighbors(acc_caf, dims = pc2use)
acc_caf <- FindClusters(acc_caf, resolution = clus_res)
acc_caf <- RunUMAP(acc_caf, dims = pc2use)
DimPlot(object = acc_caf, reduction = "umap", pt.size = 0.5, label = TRUE)

FeaturePlot(acc_caf, "pan.myCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.dCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.iCAF", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.iCAF2", pt.size = 0.5, cols = c("blue","yellow"))
FeaturePlot(acc_caf, "pan.pCAF", pt.size = 0.5, cols = c("blue","yellow"))
```
