Parameters
Functions
library(stringi)
library(reticulate)
source_from_github(repositoy = "DEG_functions",version = "0.2.24")
source_from_github(repositoy = "cNMF_functions",version = "0.3.85",script_name = "cnmf_function_Harmony.R")
no_neg <- function(x) {
x = x + abs(min(x))
x
}
sum_2_one <- function(x) {
x =x/sum(x)
x
}
# import python functions:
import types
get_norm_counts = r.get_norm_counts
code_obj = compile(get_norm_counts, '<string>', 'exec')
get_norm_counts = types.FunctionType(code_obj.co_consts[0], globals())
get_usage_from_score = r.get_usage_from_score
code_obj = compile(get_usage_from_score, '<string>', 'exec')
get_usage_from_score = types.FunctionType(code_obj.co_consts[0], globals())
compute_tpm = r.compute_tpm
code_obj = compile(compute_tpm, '<string>', 'exec')
compute_tpm = types.FunctionType(code_obj.co_consts[0], globals())
Data
xeno = readRDS("./Data/10x_xeno_1000.Rds")
lung = readRDS("./Data/lung_cancercells_withTP_onlyPatients.rds")
lung_patients = lung$patient.ident %>% unique() %>% as.character()
lung_patients_filtered = lung_patients[!(lung_patients %in% c("X1055new","X1099"))] # remove patients with less than 100 malignant cells
lung = subset(x = lung,subset = patient.ident %in% lung_patients_filtered)
Models 2K vargenes
suffix = r.suffix
import pickle
from cnmf import cNMF
f = open('./Data/cnmf/cnmf_objects/models_2Kvargenes_cnmf_obj.pckl', 'rb')
cnmf_obj = pickle.load(f)
f.close()
# gep_scores = readRDS("/sci/labs/yotamd/lab_share/avishai.wizel/R_projects/EGFR/Data/cnmf/harmony_models_gep_scores.rds")
selected_k = 3
density_threshold = 0.1
# cnmf_obj.consensus(k=selected_k, density_threshold=density_threshold)
usage_norm, gep_scores, gep_tpm, topgenes = cnmf_obj.load_results(K=selected_k, density_threshold=density_threshold)
programs
enrichment
gep_scores = py$gep_scores
gep_tpm = py$gep_tpm
usage_norm= py$usage_norm
names (gep_scores) = c("Hypoxia","TNFa","Cell_cycle")
plt_list = list()
for (program in names (gep_scores)) {
p = ggplot(gep_scores, aes(x=!!ensym(program))) +
geom_density()+xlab(program)+
geom_vline(
aes(xintercept=sort(gep_scores[,program],TRUE)[200] ,color="top200"),
linetype="dashed", size=1)+
geom_vline(
aes(xintercept=sort(gep_scores[,program],TRUE)[100] ,color="top100"),
linetype="dashed", size=1)+
geom_vline(
aes(xintercept=sort(gep_scores[,program],TRUE)[50] ,color="top50"),
linetype="dashed", size=1)+
geom_vline(
aes(xintercept=sort(gep_scores[,program],TRUE)[150] ,color="top150"),
linetype="dashed", size=1)+
scale_color_manual(name = "top n genes", values = c(top200 = "blue",top100 = "red",top150 = "yellow",top50 = "green"))
plt_list[[program]] <- p
}
ggarrange(plotlist = plt_list)

ntop = 150
plt_list = list()
hif_targets_set = data.frame(gs_name = "hif_targets",gene_symbol = hif_targets)
for (i in 1:ncol(gep_scores)) {
top_genes = gep_scores %>% arrange(desc(gep_scores[i])) #sort by score a
top = head(rownames(top_genes),ntop) #take top top_genes_num
res = genes_vec_enrichment(genes = top,background = rownames(gep_scores),homer = T,title =
i,silent = T,return_all = T,custom_pathways = hif_targets_set)
plt_list[[i]] = res$plt
}
gridExtra::grid.arrange(grobs = plt_list)

xeno = FindVariableFeatures(object = xeno,nfeatures = 2000)
Calculating gene variances
0% 10 20 30 40 50 60 70 80 90 100%
[----|----|----|----|----|----|----|----|----|----|
**************************************************|
Calculating feature variances of standardized and clipped values
0% 10 20 30 40 50 60 70 80 90 100%
[----|----|----|----|----|----|----|----|----|----|
**************************************************|
Test with expr after
harmony
import numpy as np
import scanpy as sc
expr_after_harmony = sc.read_h5ad('./Data/cnmf/xeno_Harmony_NoNeg_2Kvargenes.h5ad').to_df()
tpm = compute_tpm(expr_after_harmony)
cnmf_genes = expr_after_harmony.keys().to_list()
usage_by_calc = get_usage_from_score(counts=expr_after_harmony,tpm=tpm,genes=cnmf_genes,cnmf_obj=cnmf_obj,k=3)
Check if original cNMF
score is like the calculated score
usage_by_calc = py$usage_by_calc
usage_norm = py$usage_norm
cor(usage_by_calc,usage_norm)
calculate score for
Xeno
usage_by_calc = get_usage_from_score(counts=xeno_expression,tpm=tpm,genes=xeno_vargenes, cnmf_obj=cnmf_obj,k=3)
/sci/labs/yotamd/lab_share/avishai.wizel/python_envs/miniconda/envs/cnmf_env_6/bin/python3.7:7: FutureWarning: X.dtype being converted to np.float32 from float64. In the next version of anndata (0.9) conversion will not be automatic. Pass dtype explicitly to avoid this warning. Pass `AnnData(X, dtype=X.dtype, ...)` to get the future behavour.
/sci/labs/yotamd/lab_share/avishai.wizel/python_envs/miniconda/envs/cnmf_env_6/bin/python3.7:8: FutureWarning: X.dtype being converted to np.float32 from float64. In the next version of anndata (0.9) conversion will not be automatic. Pass dtype explicitly to avoid this warning. Pass `AnnData(X, dtype=X.dtype, ...)` to get the future behavour.
all_metagenes = py$usage_by_calc
programs
expression
names (all_metagenes) = c("Hypoxia","TNFa","Cell_cycle")
#add each metagene to metadata
for (i in 1:ncol(all_metagenes)) {
metage_metadata = all_metagenes %>% dplyr::select(i)
# metage_metadata = scale(metage_metadata)
xeno = AddMetaData(object = xeno,metadata = metage_metadata,col.name = names(all_metagenes)[i])
}
print_tab(plt = FeaturePlot(object = xeno,features = colnames(all_metagenes)),title = "umap expression")
umap expression

NA
programs regulation
metagenes_mean_compare(dataset = xeno,time.point_var = "treatment",prefix = "model",patient.ident_var = "orig.ident",pre_on = c("NT","OSI"),test = "wilcox.test",programs = c("Hypoxia","TNFa","Cell_cycle"))
program
assignment
larger_by = 1.5
xeno = program_assignment(dataset = xeno,larger_by = larger_by,program_names = colnames(all_metagenes))
print_tab(plt =
DimPlot(xeno,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
,title = "program.assignment",subtitle_num = 2)
print_tab(plt =
DimPlot(xeno,group.by = "orig.ident")
,title = "orig.ident",subtitle_num = 2)
print_tab(plt =
DimPlot(xeno,group.by = "treatment")
,title = "treatment",subtitle_num = 2)
p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_program = T,x_order = c("NT","OSI","res"))
print_tab(plt = p,title = "by program",subtitle_num = 2)
p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_tp = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 2)
print_tab(plt =
DimPlot(xeno,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
,title = "program.assignment",subtitle_num = 3)
print_tab(plt =
DimPlot(xeno,group.by = "orig.ident")
,title = "orig.ident",subtitle_num = 3)
print_tab(plt =
DimPlot(xeno,group.by = "treatment")
,title = "treatment",subtitle_num = 3)
p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_program = T,x_order = c("NT","OSI","res"))
print_tab(plt = p,title = "by program",subtitle_num = 3)
p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_tp = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 3)
Patients programs expression
lung = FindVariableFeatures(object = lung,nfeatures = 2000)
genes = rownames(lung)[rownames(lung) %in% VariableFeatures(object = xeno)[1:2000]]
lung_expression = t(as.matrix(GetAssayData(lung,slot='data')))
lung_expression = 2**lung_expression #convert from log2(tpm+1) to tpm
lung_expression = lung_expression-1
lung_expression = lung_expression[,genes] %>% as.data.frame()
all_0_genes = colnames(lung_expression)[colSums(lung_expression==0, na.rm=TRUE)==nrow(lung_expression)] #delete rows that have all 0
genes = genes[!genes %in% all_0_genes]
lung_expression = lung_expression[,!colnames(lung_expression) %in% all_0_genes]
gc()
lung_expression = r.lung_expression
genes = r.genes
usage_by_calc = get_usage_from_score(counts=lung_expression,tpm=lung_expression,genes=genes,cnmf_obj=cnmf_obj,k=3)
all_metagenes = py$usage_by_calc
all_metagenes = all_metagenes[,c(3,2,1)]
names (all_metagenes) = c("Hypoxia","TNFa","Cell_cycle")
#add each metagene to metadata
for (i in 1:ncol(all_metagenes)) {
metage_metadata = all_metagenes %>% dplyr::select(i)
lung = AddMetaData(object = lung,metadata = metage_metadata)
}
FeaturePlot(object = lung,features = colnames(all_metagenes))
metagenes_mean_compare(dataset = lung,time.point_var = "time.point",prefix = "patient",patient.ident_var = "patient.ident",pre_on = c("pre-treatment","on-treatment"),test = "wilcox.test")
metagenes_mean_compare(dataset = lung,time.point_var = "time.point",prefix = "patient",patient.ident_var = "patient.ident",pre_on = c("pre-treatment","on-treatment"))
lung program
assignment
larger_by = 1.25
lung = program_assignment(dataset = lung,larger_by = larger_by,program_names = colnames(all_metagenes))
print_tab(plt =
DimPlot(lung,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
,title = "program.assignment",subtitle_num = 3)
print_tab(plt =
DimPlot(lung,group.by = "patient.ident")
,title = "patient.ident",subtitle_num = 3)
print_tab(plt =
DimPlot(lung,group.by = "time.point")
,title = "time.point",subtitle_num = 3)
p = cell_percentage(dataset = lung,time.point_var = "time.point",by_program = T,x_order = c("pre-treatment","on-treatment","resistant"))
print_tab(plt = p,title = "by program",subtitle_num = 3)
p = cell_percentage(dataset = lung,time.point_var = "time.point",by_tp = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 3)
top_genes = gep_scores %>% arrange(desc(gep_scores["Hypoxia"])) #sort by score a
top = head(rownames(top_genes),200) #take top top_genes_num
expr = xeno_expression[,colnames(xeno_expression) %in% top]
expr_cor = cor(expr)
pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
names(myannotation)[1] = "cluster"
myannotation$cluster = as.factor(myannotation$cluster)
palette1 <-brewer.pal(num_of_clusters, "Paired")
names(palette1) = unique(myannotation$cluster)
ann_colors = list (cluster = palette1)
annotation = list(ann_colors = ann_colors, myannotation = myannotation)
colors <- c(seq(-1,1,by=0.01))
my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
(n = length(colors)-3), "red")
print_tab(plt =
pheatmap(mat = expr_cor,annotation_col = annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
,title = "Hypoxia")
top_genes = gep_scores %>% arrange(desc(gep_scores["TNFa"])) #sort by score a
top = head(rownames(top_genes),200) #take top top_genes_num
expr = xeno_expression[,colnames(xeno_expression) %in% top]
expr_cor = cor(expr)
pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
names(myannotation)[1] = "cluster"
myannotation$cluster = as.factor(myannotation$cluster)
palette1 <-brewer.pal(num_of_clusters, "Paired")
names(palette1) = unique(myannotation$cluster)
ann_colors = list (cluster = palette1)
annotation = list(ann_colors = ann_colors, myannotation = myannotation)
colors <- c(seq(-1,1,by=0.01))
my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
(n = length(colors)-3), "red")
print_tab(plt =
pheatmap(mat = expr_cor,annotation_col = annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
,title = "TNFa")
top_genes = gep_scores %>% arrange(desc(gep_scores["Cell_cycle"])) #sort by score a
top = head(rownames(top_genes),200) #take top top_genes_num
expr = xeno_expression[,colnames(xeno_expression) %in% top]
expr_cor = cor(expr)
pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
names(myannotation)[1] = "cluster"
myannotation$cluster = as.factor(myannotation$cluster)
palette1 <-brewer.pal(num_of_clusters, "Paired")
names(palette1) = unique(myannotation$cluster)
ann_colors = list (cluster = palette1)
annotation = list(ann_colors = ann_colors, myannotation = myannotation)
colors <- c(seq(-1,1,by=0.01))
my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
(n = length(colors)-3), "red")
print_tab(plt =
pheatmap(mat = expr_cor,annotation_col = annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
,title = "Cell_cycle")
top_genes = gep_scores %>% arrange(desc(gep_scores["Hypoxia"])) #sort by score a
hypoxia_genes = head(rownames(top_genes),20) #take top top_genes_num
intersect(cluster_3_genes,hypoxia_genes)
library(ggvenn)
all = list(hypoxia_genes = hypoxia_genes, hif_targets = cluster_3_genes)
ggvenn(
all
)
HIF_targets- Hypoxia correlation
for (genes in list(hif_targets,xeno_cluster_3_genes,xeno_cluster_3_2_genes)) {
hif_targets_by_tp = FetchData(object = xeno,vars = c(genes)) %>% rowSums() %>% as.data.frame() #mean expression
# hif_targets_by_tp[,2] = tnf_and_hypoxia2[,1]
hif_targets_by_tp[,2] = xeno$Hypoxia
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_point()+
geom_density_2d(aes(color = ..level..)) +
geom_smooth(method=lm) +
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
scale_color_viridis_c()
p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_bin2d() +
theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
geom_smooth(method=lm)
p = ggarrange(plotlist = list(p1,p2),nrow = 2)
print_tab(plt = p,title = "geom_bin2d")
}
Warning in FetchData.Seurat(object = xeno, vars = c(genes)) : The
following requested variables were not found: AK4P1, BNIP3P1, LDHAP5,
AL158201.1, MIR210, NLRP3P1, AL109946.1 geom_smooth() using
formula ‘y ~ x’ geom_smooth() using formula ‘y ~ x’ ##
geom_bin2d {.unnumbered }

geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## geom_bin2d
{.unnumbered }

geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## geom_bin2d
{.unnumbered }

NA
UMAPS
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
Warning in FetchData.Seurat(object = xeno, vars = c(hif_targets)) :
The following requested variables were not found: AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
hif_targets_by_tp[,2] = xeno$Hypoxia
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
high_hif_low_hypoxia_cells = hif_targets_by_tp %>% filter(hif_targets>25 & hypoxia_program < 0.2) %>% rownames()
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
Warning in FetchData.Seurat(object = xeno, vars = c(hif_targets)) :
The following requested variables were not found: AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
xeno = AddMetaData(object = xeno, metadata = hif_targets_by_tp,col.name = "HIF_targets_score")
high_hif_low_hypoxia_cells = data.frame( high_HIF_low_Hypoxia = high_hif_low_hypoxia_cells)
DimPlot(object = xeno, cells.highlight = high_hif_low_hypoxia_cells, cols.highlight = "red", cols = "gray", order = TRUE)

FeaturePlot(object = xeno,features = c( "HIF_targets_score","Hypoxia","Cell_cycle" ))

Calculate usage
without cc in sum to 1
Python 3.7.12 (/sci/labs/yotamd/lab_share/avishai.wizel/python_envs/miniconda/envs/cnmf_env_6/bin/python3.7)
Reticulate 1.24 REPL -- A Python interpreter in R.
Enter 'exit' or 'quit' to exit the REPL and return to R.
def get_usage_from_score(counts,tpm, genes,cnmf_obj,k):
import anndata as ad
import scanpy as sc
import numpy as np
from sklearn.decomposition import non_negative_factorization
import pandas as pd
counts_adata = ad.AnnData(counts)
tpm_adata = ad.AnnData(tpm)
norm_counts = get_norm_counts(counts=counts_adata,tpm=tpm_adata,high_variance_genes_filter=np.array(genes)) #norm counts like cnmf
spectra = cnmf_obj.get_median_spectra(k=k) #get score
spectra = spectra[spectra.columns.intersection(genes)] #remove genes not in @genes
spectra = spectra.T.reindex(norm_counts.to_df().columns).T #reorder spectra genes like norm_counts
usage_by_calc,_,_ = non_negative_factorization(X=norm_counts.X, H = spectra.values, update_H=False,n_components = k,max_iter=1000,init ='random')
usage_by_calc = pd.DataFrame(usage_by_calc, index=counts.index, columns=spectra.index) #insert to df+add names
# usage_by_calc = usage_by_calc.div(usage_by_calc.sum(axis=1), axis=0) # sum rows to 1
reorder = usage_by_calc.sum(axis=0).sort_values(ascending=False)
usage_by_calc = usage_by_calc.loc[:, reorder.index]
return(usage_by_calc)
import numpy as np
import scanpy as sc
xeno_expression = r.xeno_expression
xeno_vargenes = r.xeno_vargenes
tpm = compute_tpm(xeno_expression)
usage_by_calc = get_usage_from_score(counts=xeno_expression,tpm=tpm,genes=xeno_vargenes, cnmf_obj=cnmf_obj,k=3)
/sci/labs/yotamd/lab_share/avishai.wizel/python_envs/miniconda/envs/cnmf_env_6/bin/python3.7:7: FutureWarning: X.dtype being converted to np.float32 from float64. In the next version of anndata (0.9) conversion will not be automatic. Pass dtype explicitly to avoid this warning. Pass `AnnData(X, dtype=X.dtype, ...)` to get the future behavour.
/sci/labs/yotamd/lab_share/avishai.wizel/python_envs/miniconda/envs/cnmf_env_6/bin/python3.7:8: FutureWarning: X.dtype being converted to np.float32 from float64. In the next version of anndata (0.9) conversion will not be automatic. Pass dtype explicitly to avoid this warning. Pass `AnnData(X, dtype=X.dtype, ...)` to get the future behavour.
all_metagenes_noSumTo1 = py$usage_by_calc
tnf_and_hypoxia = all_metagenes_noSumTo1[,1:2]
tnf_and_hypoxia = apply(X = tnf_and_hypoxia, MARGIN = 1, sum_2_one) %>% t() %>% as.data.frame()
tnf_and_hypoxia[is.na(tnf_and_hypoxia)] <- 0 #replace NAN's with 0.
# plot correlation for every subset of hif targets
for (genes in list(hif_targets,xeno_cluster_3_genes,xeno_cluster_3_2_genes)) {
hif_targets_by_tp = FetchData(object = xeno,vars = c(genes)) %>% rowSums() %>% as.data.frame() #mean expression
hif_targets_by_tp[,2] = tnf_and_hypoxia[,1]
# hif_targets_by_tp[,2] = xeno$Hypoxia
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_point()+
geom_density_2d(aes(color = ..level..)) +
geom_smooth(method=lm) +
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
scale_color_viridis_c()
p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_bin2d() +
theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
geom_smooth(method=lm)
p = ggarrange(plotlist = list(p1,p2),nrow = 2)
print_tab(plt = p,title = "geom_bin2d")
}
Warning in FetchData.Seurat(object = xeno, vars = c(genes)) : The
following requested variables were not found: AK4P1, BNIP3P1, LDHAP5,
AL158201.1, MIR210, NLRP3P1, AL109946.1 geom_smooth() using
formula ‘y ~ x’ geom_smooth() using formula ‘y ~ x’ ##
geom_bin2d {.unnumbered }

geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## geom_bin2d
{.unnumbered }

geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## geom_bin2d
{.unnumbered }

NA
UMAPS
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
Warning in FetchData.Seurat(object = xeno, vars = c(hif_targets)) :
The following requested variables were not found: AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
hif_targets_by_tp[,2] = tnf_and_hypoxia[,1]
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
high_hif_low_hypoxia_cells = hif_targets_by_tp %>% filter(hif_targets>25 & hypoxia_program < 0.2) %>% rownames()
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
Warning in FetchData.Seurat(object = xeno, vars = c(hif_targets)) :
The following requested variables were not found: AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
xeno = AddMetaData(object = xeno, metadata = hif_targets_by_tp,col.name = "HIF_targets_score")
xeno = AddMetaData(object = xeno, metadata = tnf_and_hypoxia[,1],col.name = "Hypoxia2")
DimPlot(object = xeno, cells.highlight = high_hif_low_hypoxia_cells, cols.highlight = "red", cols = "gray", order = TRUE)

FeaturePlot(object = xeno,features = c( "HIF_targets_score","Hypoxia2","Cell_cycle" ))

FeaturePlot(object = xeno,features = c("Hypoxia2"))

DimPlot(object = xeno,group.by = "orig.ident")

Per patient
# plot correlation for every subset of hif targets
for (patient in xeno$orig.ident %>% unique()) {
patient_srt = subset(x = xeno, subset = orig.ident == patient)
hif_targets_by_tp = FetchData(object = patient_srt,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
tnf_and_hypoxia_patient = tnf_and_hypoxia %>% filter(rownames(tnf_and_hypoxia) %in% colnames(patient_srt)) #filter for patient
hif_targets_by_tp[,2] = tnf_and_hypoxia_patient[,1]
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_point()+
geom_density_2d(aes(color = ..level..)) +
geom_smooth(method=lm) +
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
scale_color_viridis_c()+ggtitle(patient)
p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) +
geom_bin2d() +
theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+
stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
geom_smooth(method=lm)
p = ggarrange(plotlist = list(p1,p2),nrow = 2)
print_tab(plt = p,title = patient)
}
Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## 119 {.unnumbered
}

Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## PC9 {.unnumbered
}

Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## 1109 {.unnumbered
}

Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## 1071 {.unnumbered
}

Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## 1157 {.unnumbered
}

Warning in FetchData.Seurat(object = patient_srt, vars =
c(hif_targets)) : The following requested variables were not found:
AK4P1, BNIP3P1, LDHAP5, AL158201.1, MIR210, NLRP3P1, AL109946.1
geom_smooth() using formula ‘y ~ x’
geom_smooth() using formula ‘y ~ x’ ## 1068 {.unnumbered
}

NA
Hypoxia raw
xeno = AddMetaData(object = xeno,metadata = all_metagenes_noSumTo1[,1],col.name = "hypoxia_raw")
FeaturePlot(object = xeno,features = "hypoxia_raw") + scale_color_gradientn(colours = rainbow(5), limits = c(0, 3000))
Scale for 'colour' is already present. Adding another scale for 'colour', which will replace the existing scale.

---
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
---

# Parameters

```{r warning=FALSE}

```


# Functions

```{r warning=FALSE}

library(stringi)
library(reticulate)
source_from_github(repositoy = "DEG_functions",version = "0.2.24")
source_from_github(repositoy = "cNMF_functions",version = "0.3.85",script_name = "cnmf_function_Harmony.R")

no_neg <- function(x) {
  x = x + abs(min(x))
  x
}

sum_2_one <- function(x) {
  x =x/sum(x)
  x
}
```

```{python}
# import python functions:
import types

get_norm_counts  = r.get_norm_counts
code_obj = compile(get_norm_counts, '<string>', 'exec')
get_norm_counts = types.FunctionType(code_obj.co_consts[0], globals())

get_usage_from_score  = r.get_usage_from_score
code_obj = compile(get_usage_from_score, '<string>', 'exec')
get_usage_from_score = types.FunctionType(code_obj.co_consts[0], globals())

compute_tpm  = r.compute_tpm
code_obj = compile(compute_tpm, '<string>', 'exec')
compute_tpm = types.FunctionType(code_obj.co_consts[0], globals())
```
# Data

```{r}
xeno = readRDS("./Data/10x_xeno_1000.Rds")
lung = readRDS("./Data/lung_cancercells_withTP_onlyPatients.rds")
lung_patients = lung$patient.ident %>% unique() %>% as.character()
lung_patients_filtered = lung_patients[!(lung_patients %in% c("X1055new","X1099"))] # remove patients with less than 100 malignant cells
lung = subset(x = lung,subset = patient.ident %in% lung_patients_filtered)
```

# Models 2K vargenes 

```{python}
suffix = r.suffix
import pickle
from cnmf import cNMF
f = open('./Data/cnmf/cnmf_objects/models_2Kvargenes_cnmf_obj.pckl', 'rb')
cnmf_obj = pickle.load(f)
f.close()
```

```{r}
# gep_scores = readRDS("/sci/labs/yotamd/lab_share/avishai.wizel/R_projects/EGFR/Data/cnmf/harmony_models_gep_scores.rds")
```


```{python}
selected_k = 3
density_threshold = 0.1
# cnmf_obj.consensus(k=selected_k, density_threshold=density_threshold)
usage_norm, gep_scores, gep_tpm, topgenes = cnmf_obj.load_results(K=selected_k, density_threshold=density_threshold)
```

# programs enrichment



```{r}
gep_scores = py$gep_scores
gep_tpm = py$gep_tpm
usage_norm= py$usage_norm
```


```{r fig.height=6, fig.width=8}
names (gep_scores) = c("Hypoxia","TNFa","Cell_cycle")
plt_list = list()

for (program  in names (gep_scores)) {
 p = ggplot(gep_scores, aes(x=!!ensym(program))) +
  geom_density()+xlab(program)+
   geom_vline(
    aes(xintercept=sort(gep_scores[,program],TRUE)[200]  ,color="top200"),
          linetype="dashed", size=1)+
   geom_vline(
    aes(xintercept=sort(gep_scores[,program],TRUE)[100]  ,color="top100"),
          linetype="dashed", size=1)+
      geom_vline(
    aes(xintercept=sort(gep_scores[,program],TRUE)[50]  ,color="top50"),
          linetype="dashed", size=1)+
         geom_vline(
    aes(xintercept=sort(gep_scores[,program],TRUE)[150]  ,color="top150"),
          linetype="dashed", size=1)+
   scale_color_manual(name = "top n genes", values = c(top200 = "blue",top100 = "red",top150 = "yellow",top50 = "green"))
   plt_list[[program]] <- p

}
 
ggarrange(plotlist = plt_list)

```







```{r fig.height=8, fig.width=8, results='hide'}
ntop = 150
plt_list = list()
hif_targets_set = data.frame(gs_name = "hif_targets",gene_symbol = hif_targets)

for (i in 1:ncol(gep_scores)) {
  top_genes = gep_scores  %>%  arrange(desc(gep_scores[i])) #sort by score a
  top = head(rownames(top_genes),ntop) #take top top_genes_num
  res = genes_vec_enrichment(genes = top,background = rownames(gep_scores),homer = T,title = 
                    i,silent = T,return_all = T,custom_pathways  = hif_targets_set)
   
  plt_list[[i]] = res$plt
}
gridExtra::grid.arrange(grobs = plt_list)
```



```{r}
xeno = FindVariableFeatures(object = xeno,nfeatures = 2000)
xeno_vargenes = VariableFeatures(object = xeno)

xeno_expression = FetchData(object = xeno,vars = xeno_vargenes,slot='counts')
all_0_genes = colnames(xeno_expression)[colSums(xeno_expression==0, na.rm=TRUE)==nrow(xeno_expression)] #delete rows that have all 0
xeno_vargenes = xeno_vargenes[!xeno_vargenes %in% all_0_genes]

```




# Test with expr after harmony
```{python}
import numpy as np
import scanpy as sc

expr_after_harmony = sc.read_h5ad('./Data/cnmf/xeno_Harmony_NoNeg_2Kvargenes.h5ad').to_df()
tpm =  compute_tpm(expr_after_harmony)
cnmf_genes = expr_after_harmony.keys().to_list()
usage_by_calc = get_usage_from_score(counts=expr_after_harmony,tpm=tpm,genes=cnmf_genes,cnmf_obj=cnmf_obj,k=3)
```

# Check if original cNMF score is like the calculated score
```{r}
usage_by_calc = py$usage_by_calc
usage_norm = py$usage_norm
cor(usage_by_calc,usage_norm)
```

# calculate score for Xeno
```{python}
import numpy as np
import scanpy as sc
xeno_expression = r.xeno_expression
xeno_vargenes = r.xeno_vargenes
tpm =  compute_tpm(xeno_expression)
usage_by_calc = get_usage_from_score(counts=xeno_expression,tpm=tpm,genes=xeno_vargenes, cnmf_obj=cnmf_obj,k=3)
```

```{r}
all_metagenes = py$usage_by_calc
```

# programs expression {.tabset}
```{r echo=TRUE, fig.height=7, fig.width=9, results='asis'}

names (all_metagenes) = c("Hypoxia","TNFa","Cell_cycle")
#add each metagene to metadata
for (i  in 1:ncol(all_metagenes)) {
  metage_metadata = all_metagenes %>% dplyr::select(i)
  # metage_metadata = scale(metage_metadata)
  xeno = AddMetaData(object = xeno,metadata = metage_metadata,col.name = names(all_metagenes)[i])
}

print_tab(plt = FeaturePlot(object = xeno,features = colnames(all_metagenes)),title = "umap expression")


```



# programs regulation {.tabset}
```{r echo=TRUE,  results='asis'}
metagenes_mean_compare(dataset = xeno,time.point_var = "treatment",prefix = "model",patient.ident_var = "orig.ident",pre_on = c("NT","OSI"),test = "wilcox.test",programs = c("Hypoxia","TNFa","Cell_cycle"))

```



# program assignment {.tabset}
```{r}
larger_by = 1.5
xeno = program_assignment(dataset = xeno,larger_by = larger_by,program_names = colnames(all_metagenes))
``` 

```{r echo=TRUE, results='asis'}
print_tab(plt = 
            DimPlot(xeno,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
          ,title = "program.assignment",subtitle_num = 2)
print_tab(plt = 
              DimPlot(xeno,group.by = "orig.ident")
          ,title = "orig.ident",subtitle_num = 2)
print_tab(plt = 
            DimPlot(xeno,group.by = "treatment")
          ,title = "treatment",subtitle_num = 2)

p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_program = T,x_order = c("NT","OSI","res"))
print_tab(plt = p,title = "by program",subtitle_num = 2)

p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_tp  = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 2)


```

```{r echo=TRUE, results='asis'}
print_tab(plt = 
            DimPlot(xeno,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
          ,title = "program.assignment",subtitle_num = 3)
print_tab(plt = 
              DimPlot(xeno,group.by = "orig.ident")
          ,title = "orig.ident",subtitle_num = 3)
print_tab(plt = 
            DimPlot(xeno,group.by = "treatment")
          ,title = "treatment",subtitle_num = 3)

p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_program = T,x_order = c("NT","OSI","res"))
print_tab(plt = p,title = "by program",subtitle_num = 3)

p = cell_percentage(dataset = xeno,time.point_var = "treatment",by_tp  = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 3)


```

# Patients programs expression {.tabset}
```{r echo=TRUE, results='asis'}

lung = FindVariableFeatures(object = lung,nfeatures = 2000)
genes = rownames(lung)[rownames(lung) %in% VariableFeatures(object = xeno)[1:2000]]
lung_expression = t(as.matrix(GetAssayData(lung,slot='data'))) 
lung_expression = 2**lung_expression #convert from log2(tpm+1) to tpm
lung_expression = lung_expression-1
lung_expression = lung_expression[,genes] %>% as.data.frame()

all_0_genes = colnames(lung_expression)[colSums(lung_expression==0, na.rm=TRUE)==nrow(lung_expression)] #delete rows that have all 0
genes = genes[!genes %in% all_0_genes]
lung_expression = lung_expression[,!colnames(lung_expression) %in% all_0_genes]
gc()
```

```{python}
lung_expression = r.lung_expression
genes = r.genes

usage_by_calc = get_usage_from_score(counts=lung_expression,tpm=lung_expression,genes=genes,cnmf_obj=cnmf_obj,k=3)
```

```{r echo=TRUE, results='asis'}
all_metagenes = py$usage_by_calc
all_metagenes = all_metagenes[,c(3,2,1)]

names (all_metagenes) = c("Hypoxia","TNFa","Cell_cycle")
#add each metagene to metadata
for (i  in 1:ncol(all_metagenes)) {
  metage_metadata = all_metagenes %>% dplyr::select(i)
  lung = AddMetaData(object = lung,metadata = metage_metadata)
}

FeaturePlot(object = lung,features = colnames(all_metagenes))



```
```{r fig.height=7, fig.width=9}
metagenes_mean_compare(dataset = lung,time.point_var = "time.point",prefix = "patient",patient.ident_var = "patient.ident",pre_on = c("pre-treatment","on-treatment"),test = "wilcox.test")
```

```{r fig.height=7, fig.width=9}
metagenes_mean_compare(dataset = lung,time.point_var = "time.point",prefix = "patient",patient.ident_var = "patient.ident",pre_on = c("pre-treatment","on-treatment"))
```

# lung program assignment
```{r}
larger_by = 1.25
lung = program_assignment(dataset = lung,larger_by = larger_by,program_names = colnames(all_metagenes))
``` 

```{r echo=TRUE, results='asis'}
print_tab(plt = 
            DimPlot(lung,group.by = "program.assignment",cols = c(Hypoxia = "red",TNFa = "green",Cell_cycle = "blue","NA" = "grey"))
          ,title = "program.assignment",subtitle_num = 3)
print_tab(plt = 
              DimPlot(lung,group.by = "patient.ident")
          ,title = "patient.ident",subtitle_num = 3)
print_tab(plt = 
            DimPlot(lung,group.by = "time.point")
          ,title = "time.point",subtitle_num = 3)

p = cell_percentage(dataset = lung,time.point_var = "time.point",by_program = T,x_order = c("pre-treatment","on-treatment","resistant"))
print_tab(plt = p,title = "by program",subtitle_num = 3)

p = cell_percentage(dataset = lung,time.point_var = "time.point",by_tp  = T,x_order =c("Hypoxia","TNFa","Cell_cycle","NA"))
print_tab(plt = p,title = "by time point",subtitle_num = 3)


```
```{r}
  top_genes = gep_scores  %>%  arrange(desc(gep_scores["Hypoxia"])) #sort by score a
  top = head(rownames(top_genes),200) #take top top_genes_num
  expr = xeno_expression[,colnames(xeno_expression) %in% top]
  expr_cor = cor(expr)

  pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
      
  
  num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
 
names(myannotation)[1] = "cluster"
  myannotation$cluster = as.factor(myannotation$cluster)
  
  palette1 <-brewer.pal(num_of_clusters, "Paired")

  names(palette1) = unique(myannotation$cluster)
  ann_colors = list (cluster = palette1)
  annotation = list(ann_colors = ann_colors, myannotation = myannotation)
  
  colors <- c(seq(-1,1,by=0.01))
  my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
                                                   (n = length(colors)-3), "red")


  print_tab(plt = 
                pheatmap(mat = expr_cor,annotation_col =  annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
            ,title = "Hypoxia")
  
```

```{r}
  top_genes = gep_scores  %>%  arrange(desc(gep_scores["TNFa"])) #sort by score a
  top = head(rownames(top_genes),200) #take top top_genes_num
  expr = xeno_expression[,colnames(xeno_expression) %in% top]
  expr_cor = cor(expr)

  pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
      
  
  num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
 
names(myannotation)[1] = "cluster"
  myannotation$cluster = as.factor(myannotation$cluster)
  
  palette1 <-brewer.pal(num_of_clusters, "Paired")

  names(palette1) = unique(myannotation$cluster)
  ann_colors = list (cluster = palette1)
  annotation = list(ann_colors = ann_colors, myannotation = myannotation)
  
  colors <- c(seq(-1,1,by=0.01))
  my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
                                                   (n = length(colors)-3), "red")


  print_tab(plt = 
                pheatmap(mat = expr_cor,annotation_col =  annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
            ,title = "TNFa")
  
```

```{r}
  top_genes = gep_scores  %>%  arrange(desc(gep_scores["Cell_cycle"])) #sort by score a
  top = head(rownames(top_genes),200) #take top top_genes_num
  expr = xeno_expression[,colnames(xeno_expression) %in% top]
  expr_cor = cor(expr)

  pht1 = pheatmap(expr_cor,show_colnames = F,show_rownames = F, silent = T)
      
  
  num_of_clusters = 4
clustering_distance = "euclidean"
myannotation = as.data.frame(cutree(pht1[["tree_row"]], k = num_of_clusters)) #split into k clusters
 
names(myannotation)[1] = "cluster"
  myannotation$cluster = as.factor(myannotation$cluster)
  
  palette1 <-brewer.pal(num_of_clusters, "Paired")

  names(palette1) = unique(myannotation$cluster)
  ann_colors = list (cluster = palette1)
  annotation = list(ann_colors = ann_colors, myannotation = myannotation)
  
  colors <- c(seq(-1,1,by=0.01))
  my_palette <- c("blue",colorRampPalette(colors = c("blue", "white", "red"))
                                                   (n = length(colors)-3), "red")


  print_tab(plt = 
                pheatmap(mat = expr_cor,annotation_col =  annotation[["myannotation"]], annotation_colors = annotation[["ann_colors"]], clustering_distance_rows = clustering_distance,clustering_distance_cols = clustering_distance,color = my_palette,breaks = colors,show_rownames = F,show_colnames = F)
            ,title = "Cell_cycle")
  
```

```{r}
top_genes = gep_scores  %>%  arrange(desc(gep_scores["Hypoxia"])) #sort by score a
hypoxia_genes = head(rownames(top_genes),20) #take top top_genes_num
intersect(cluster_3_genes,hypoxia_genes)
```

```{r}
library(ggvenn)
all = list(hypoxia_genes = hypoxia_genes, hif_targets = cluster_3_genes)
ggvenn(
  all
)
```



# HIF_targets- Hypoxia correlation  {.tabset}
```{r echo=TRUE, fig.height=8, fig.width=6, results='asis'}
# plot correlation for every subset of hif targets
for (genes in list(hif_targets,xeno_cluster_3_genes,xeno_cluster_3_2_genes)) {
  hif_targets_by_tp = FetchData(object = xeno,vars = c(genes)) %>% rowSums() %>% as.data.frame() #mean expression
  hif_targets_by_tp[,2] = xeno$Hypoxia
  
  names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
  
  
  
  p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
      geom_point()+
    geom_density_2d(aes(color = ..level..)) +
    geom_smooth(method=lm) +
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    scale_color_viridis_c()
  
  p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
    geom_bin2d() +
    theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+ 
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    geom_smooth(method=lm) 
  
  p = ggarrange(plotlist = list(p1,p2),nrow  = 2)  
  
  print_tab(plt = p,title = "geom_bin2d")
}


```


# UMAPS
```{r fig.height=7, fig.width=10}
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
hif_targets_by_tp[,2] = xeno$Hypoxia
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")

high_hif_low_hypoxia_cells = hif_targets_by_tp %>% filter(hif_targets>25 & hypoxia_program < 0.2) %>% rownames()

hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
xeno = AddMetaData(object = xeno, metadata = hif_targets_by_tp,col.name = "HIF_targets_score")
high_hif_low_hypoxia_cells =  data.frame( high_HIF_low_Hypoxia = high_hif_low_hypoxia_cells)

DimPlot(object = xeno, cells.highlight = high_hif_low_hypoxia_cells, cols.highlight = "red", cols = "gray", order = TRUE)
FeaturePlot(object = xeno,features = c( "HIF_targets_score","Hypoxia","Cell_cycle" ))

```
# Calculate usage without cc in sum to 1
```{python}
def get_usage_from_score(counts,tpm, genes,cnmf_obj,k):
      import anndata as ad
      import scanpy as sc
      import numpy as np
      from sklearn.decomposition import non_negative_factorization
      import pandas as pd
      counts_adata = ad.AnnData(counts)
      tpm_adata = ad.AnnData(tpm)
      norm_counts = get_norm_counts(counts=counts_adata,tpm=tpm_adata,high_variance_genes_filter=np.array(genes)) #norm counts like cnmf
      spectra = cnmf_obj.get_median_spectra(k=k) #get score 
      spectra = spectra[spectra.columns.intersection(genes)] #remove genes not in @genes
      spectra = spectra.T.reindex(norm_counts.to_df().columns).T #reorder spectra genes like norm_counts
      
      usage_by_calc,_,_ = non_negative_factorization(X=norm_counts.X, H = spectra.values, update_H=False,n_components = k,max_iter=1000,init ='random')
      usage_by_calc = pd.DataFrame(usage_by_calc, index=counts.index, columns=spectra.index) #insert to df+add names
      # usage_by_calc = usage_by_calc.div(usage_by_calc.sum(axis=1), axis=0) # sum rows to 1
      reorder = usage_by_calc.sum(axis=0).sort_values(ascending=False)
      usage_by_calc = usage_by_calc.loc[:, reorder.index]
      return(usage_by_calc)

```

```{python}
import numpy as np
import scanpy as sc
xeno_expression = r.xeno_expression
xeno_vargenes = r.xeno_vargenes
tpm =  compute_tpm(xeno_expression)
usage_by_calc = get_usage_from_score(counts=xeno_expression,tpm=tpm,genes=xeno_vargenes, cnmf_obj=cnmf_obj,k=3)
```
```{r}
all_metagenes_noSumTo1 = py$usage_by_calc
tnf_and_hypoxia = all_metagenes_noSumTo1[,1:2]
tnf_and_hypoxia = apply(X = tnf_and_hypoxia, MARGIN = 1, sum_2_one) %>% t() %>%  as.data.frame()
tnf_and_hypoxia[is.na(tnf_and_hypoxia)] <- 0 #replace NAN's with 0.
```

```{r echo=TRUE, fig.height=8, fig.width=6, results='asis'}
# plot correlation for every subset of hif targets
for (genes in list(hif_targets,xeno_cluster_3_genes,xeno_cluster_3_2_genes)) {
  hif_targets_by_tp = FetchData(object = xeno,vars = c(genes)) %>% rowSums() %>% as.data.frame() #mean expression
  hif_targets_by_tp[,2] = tnf_and_hypoxia[,1]
  # hif_targets_by_tp[,2] = xeno$Hypoxia
  
  names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
  
  
  
  p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
      geom_point()+
    geom_density_2d(aes(color = ..level..)) +
    geom_smooth(method=lm) +
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    scale_color_viridis_c()
  
  p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
    geom_bin2d() +
    theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+ 
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    geom_smooth(method=lm) 
  
  p = ggarrange(plotlist = list(p1,p2),nrow  = 2)  
  
  print_tab(plt = p,title = "geom_bin2d")
}


```

# UMAPS
```{r fig.height=6, fig.width=8}
hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
hif_targets_by_tp[,2] = tnf_and_hypoxia[,1]
names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")

high_hif_low_hypoxia_cells = hif_targets_by_tp %>% filter(hif_targets>25 & hypoxia_program < 0.2) %>% rownames()

hif_targets_by_tp = FetchData(object = xeno,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
xeno = AddMetaData(object = xeno, metadata = hif_targets_by_tp,col.name = "HIF_targets_score")
xeno = AddMetaData(object = xeno, metadata = tnf_and_hypoxia[,1],col.name = "Hypoxia2")

DimPlot(object = xeno, cells.highlight = high_hif_low_hypoxia_cells, cols.highlight = "red", cols = "gray", order = TRUE)
FeaturePlot(object = xeno,features = c( "HIF_targets_score","Hypoxia2","Cell_cycle" ))
FeaturePlot(object = xeno,features = c("Hypoxia2"))

```


```{r}
DimPlot(object = xeno,group.by = "orig.ident")
```
# Per patient
```{r echo=TRUE, fig.height=8, fig.width=6, results='asis'}
# plot correlation for every subset of hif targets
for (patient in xeno$orig.ident %>% unique()) {
  patient_srt = subset(x = xeno, subset = orig.ident == patient)
  hif_targets_by_tp = FetchData(object = patient_srt,vars = c(hif_targets)) %>% rowSums() %>% as.data.frame() #mean expression
  tnf_and_hypoxia_patient  = tnf_and_hypoxia %>% filter(rownames(tnf_and_hypoxia) %in% colnames(patient_srt)) #filter for patient
  hif_targets_by_tp[,2] = tnf_and_hypoxia_patient[,1]

  names(hif_targets_by_tp) = c("hif_targets","hypoxia_program")
  
  
  
  p1 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
      geom_point()+
    geom_density_2d(aes(color = ..level..)) +
    geom_smooth(method=lm) +
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    scale_color_viridis_c()+ggtitle(patient)
  
  p2 = ggplot(hif_targets_by_tp, aes(x=hif_targets, y=hypoxia_program)) + 
    geom_bin2d() +
    theme_bw()+ scale_fill_gradientn(limits=c(0,1100), breaks=seq(0, 1100, by=200), colours=c("blue","yellow","red"))+ 
    stat_cor(method = "pearson", label.x = 20, label.y = 1.1)+
    geom_smooth(method=lm) 
  
  p = ggarrange(plotlist = list(p1,p2),nrow  = 2)  
  
  print_tab(plt = p,title = patient)
}


```

# Hypoxia raw
```{r fig.height=8, fig.width=10}
xeno = AddMetaData(object = xeno,metadata = all_metagenes_noSumTo1[,1],col.name = "hypoxia_raw")
FeaturePlot(object = xeno,features = "hypoxia_raw") + scale_color_gradientn(colours = rainbow(5), limits = c(0, 3000))
```



<script src="https://hypothes.is/embed.js" async></script>
