GSEA

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Basic

https://en.wikipedia.org/wiki/Gene_set_enrichment_analysis

Determines whether an a priori defined set of genes shows statistically significant, concordant differences between two biological states

Two categories of GSEA procedures:

  • Competitive: compare genes in the test set relative to all other genes.
  • Self-contained: whether the gene-set is more DE than one were to expect under the null of no association between two phenotype conditions (without reference to other genes in the genome). For example the method by Jiang & Gentleman Bioinformatics 2007

See also BRB-ArrayTools -> GSEA.

Interpretation

  • Gene Set Enrichment Analysis (GSEA) takes an alternative approach : it focuses on cumulative changes in expression of multiple genes as a group (belonging to a same gene-set/pahtway), which shifts the focus from individual genes to groups of genes. See this.
  • XXX class is associated with the XXX gene sets (GSVA vignette)
  • XXX subtype is characterized by the expression of XXX markers, thus we expect it to correlate with the XXX gene set (GSVA vignette)
  • The XXX subtype shows high expression of XXX genes, thus the XXX gene sets is highly enriched for this group (GSVA vignette)
  • Negative ES Interpretation.
    • A positive enrichment score should always reflect enrichment on the positive side of the zero cross (although not necessarily all genes on the positive side) and be enrichment in whichever phenotype was selected to be first in the comparison in the Phenotype selection dialogue. And vice versa, with a negative enrichment score reflecting enrichment in the genes on the negative side of the ranked list.
    • GSEA is known to have some issues with highly skewed gene distributions, but that shouldn't affect the raw enrichment scores, just NES and significance calculations when GSEA runs in to a condition where its only sampled from one side of the distribution.
  • Enrichment Score Interpretation
    • If, for example, you provide a gene list ranked by a combination of fold change and p-value (e.g., sign(FC) * log10(pvalue)), then the positive scores are associated with upregulated genes and negative scores are associated with downregulated genes.
  • fgsea paper
    • The more positive is the value of sr(p) the more enriched the gene set is in the positively-regulated genes (with Si > 0). Accordingly, negative sr(p) corresponds to enrichment in the negatively regulated genes.

Calculation

  • Subramanian paper
  • https://youtu.be/bT00oJh2x_4
  • *pathwaycommons.org
  • Compute cumulative sum over ranked genes. MD Anderson lecture
    • Increase sum when gene in set, decrease it otherwise. That is, +1/-1 weights in cumulative sum is used to represent whether genes are in the interested gene set.
    • Magnitude of increment depends on correlation of gene with phenotype.
    • Record the maximum deviation from zero as the enrichment score

FDR cutoff

Why does GSEA use a false discovery rate (FDR) of 0.25 rather than the more classic 0.05?

piano

edgeR

Over-representation analysis. ?goana and ?kegga. See UserGuide 2.14 Gene ontology (GO) and pathway analysis.

fgsea

fgsea package and download stat

Are fgsea and Broad Institute GSEA equivalent

Are fgsea and Broad Institute GSEA equivalent?

Examples

  • vignette,
  • plotEnrichment() for a single pathway (including the output plot). No need to run fgsea(). Source code. Enrichment score (ES) on the plot is calculated by calcGseaStat()$res. The ES value is the same as the one shown in plotGseaTable() though plotEnrichment does not return it.
  • plotGseaTable() for a bunch of selected pathways (including the output plot). The range of NES is not [-1, 1] but ES seems to be in [-1, 1]. The example sort pathways by NES but it can be adapted to sort by pval. Source code. Also ES and NES are not in the same order (see below) though we cannot tell it from the small plot.
  • Basic usage 
    library(fgsea)
library(ggplot2)
data(examplePathways) # a list of length 1457 (pathways)
data(exampleRanks)    # a vector of length 12000 (genes)
set.seed(42)
fgseaRes <- fgsea(pathways = examplePathways, 
                   stats    = exampleRanks,
                   minSize  = 4, # default minSize=1, maxSize=Inf
                   maxSize  =10) 
# I used a very small maxSize in order to see details later
# So the results here can't be compared with the default
class(fgseaRes)
# [1] "data.table" "data.frame"
dim(fgseaRes)
# [1] 386   8
fgseaRes[1:2, ]
#                                                          pathway      pval      padj
# 1:                        1368092_Rora_activates_gene_expression 0.8630705 0.9386018
# 2: 1368110_Bmal1:Clock,Npas2_activates_circadian_gene_expression 0.4312268 0.8159487
#       log2err         ES        NES size              leadingEdge
# 1: 0.05412006 -0.3087414 -0.6545067    5 11865,12753,328572,20787
# 2: 0.08312913  0.4209054  1.0360288    9        20893,59027,19883

sapply(examplePathways, length) |> range()
# [1]    1 2366
# Question: minSize, maxSize mean 'matched' genes? Can't verify
sum(sapply(examplePathways, length) < 3)
# [1] 104
sum(sapply(examplePathways, length) > 10)
# [1] 939
1457 - 104 - 939
# [1] 414
examplePathways2 <- lapply(examplePathways, function(x) x[x %in% names(exampleRanks)])
sapply(examplePathways2, length) |> range()
# [1]   0 968
sum(sapply(examplePathways2, length) < 3)
# [1] 232
sum(sapply(examplePathways2, length) > 10)
# [1] 730
1457 - 232 - 730
# [1] 495
range(fgseaRes$ES)
# [1] -0.8442416  0.9488163
range(fgseaRes$NES)
# [1] -2.020695  2.075729
order(fgseaRes$ES)[1:5]
# [1]  75 289 320 249 312
order(fgseaRes$NES)[1:5]
# [1] 289  75 102 320 200

# choose the top gene set in order to zoom in & see the detail
head(fgseaRes[order(pval), ], 1)
#                            pathway         pval         padj   log2err        ES
# 1: 5991601_Phosphorylation_of_Emi1 2.461461e-07 9.501241e-05 0.6749629 0.9472236
#         NES size                           leadingEdge
# 1: 2.082967    6 107995,12534,18817,67141,268697,56371

plotEnrichment(examplePathways[["5991601_Phosphorylation_of_Emi1"]], exampleRanks)
# 12000 total genes though only 6 genes are matched in this top gene set. 
debug(plotEnrichment)
# Browse[2]> toPlot
#        x            y
# 1      0  0.000000000
# 2     47 -0.003918626
# 3     48  0.308356695
# 4    322  0.285511939
# 5    323  0.452415897
# 6    407  0.445412396
# 7    408  0.593677191
# 8    447  0.590425565
# 9    448  0.730277162
# 10   617  0.716186784
# 11   618  0.833696389
# 12   638  0.832028888
# 13   639  0.947223612
# 14 12001  0.000000000
examplePathways[["5991601_Phosphorylation_of_Emi1"]]
# [1] "12534"     "18817"     "56371"     "67141"     "107995"    "268697"   
# [7] "434175"    "102643276"
match(examplePathways[["5991601_Phosphorylation_of_Emi1"]], names(exampleRanks)) 
# [1] 11678 11593 11362 11553 11953 11383    NA    NA
# Since there are 12000 total genes and exampleRanks have been sorted, 
# these matched genes have very high ranks.
# See the plot below.

length(exampleRanks)
# [1] 12000
exampleRanks[1:10]
#    170942    109711     18124     12775     72148     16010     11931 
# -63.33703 -49.74779 -43.63878 -41.51889 -33.26039 -32.77626 -29.42328 
#     13849    241230    665113 
# -28.83475 -28.65111 -27.81583 
sum(exampleRanks < 0)
# [1] 6469
sum(exampleRanks > 0)
# [1] 5531
plot(exampleRanks)

    FgseaPlot.png ExampleRanks.png

    There are 6*2 points (excluding the 0 value at the starting and end) in the figure.

  • Understand plotEnrichment() function. Plot shape (concave or convex) requires the stats of genes from both in- and out- of the gene set. This affects the interpretation of the plot. The plot always starts with 0 and end with 0 in Y (enrichment score). plotEnrichment() does not return enrichment scores even it calculates them for the plot. 
    # Reduce the total number of genes
i <- match(examplePathways[["5991601_Phosphorylation_of_Emi1"]], names(exampleRanks))
i <- na.omit(i)   # Exclude 2 genes in the pathways but not in the data

if (FALSE) {
  # Total genes = pathway genes will not work?
  plotEnrichment(examplePathways[["5991601_Phosphorylation_of_Emi1"]], exampleRanks[i])
  # Error: GSEA statistic is not defined when all genes are selected
}

# PS values in 'exampleRanks' object are sorted from the smallest to the largest

# Case 1: include 1 down-regulated gene for our total genes
plotEnrichment(examplePathways[["5991601_Phosphorylation_of_Emi1"]], exampleRanks[c(1,i)])
# saved as fgseaPlotSmall.png
exampleRanks[c(1,i)]
#    170942     12534     18817     56371     67141    107995    268697 
# -63.33703  15.16265  13.46935  10.46504  12.70504  28.36914  10.67534
#
# Rank and add +1/-1,
# 28.36 15.16 13.46 12.70 10.67 10.46 -63.33
#    +1    +1    +1    +1    +1    +1     -1
debug(plotEnrichment)
# Browse[2]> toPlot
#    x         y
# 1  0 0.0000000
# 2  0 0.0000000
# 3  1 0.3122753
# 4  1 0.3122753
# 5  2 0.4791793
# 6  2 0.4791793
# 7  3 0.6274441
# 8  3 0.6274441
# 9  4 0.7672957
# 10 4 0.7672957
# 11 5 0.8848053
# 12 5 0.8848053
# 13 6 1.0000000
# 14 8 0.0000000
x <-c(28.36, 15.16, 13.46, 12.70, 10.67, 10.46, -63.33)
plot(0:7, c(0, cumsum(x)), type = "b")

# Case 2: include another one up-regulated gene (so all are up-reg) for our total genes
# However, the largest gene (added) is not in the gene set.
# It will make the plot starting from a negative value (ignore 0 from the very left)
plotEnrichment(examplePathways[["5991601_Phosphorylation_of_Emi1"]], exampleRanks[c(i, 12000)])
# saved as fgseaPlotSmall2.png
exampleRanks[c(i, 12000)]
#    12534    18817    56371    67141   107995   268697    80876 
# 15.16265 13.46935 10.46504 12.70504 28.36914 10.67534 53.28400
#
# Rank and add +1/-1
# 53.28 28.36  15.16 13.46 12.70 10.67 10.46
#    -1    +1     +1    +1    +1    +1    +1

    For figure 1 (case 1), it has 6 points. Figure 2 is the one I generate using plot() and exampleRanks. For figure 3 (case 2), it has 7 points (excluding the 0 value at the starting and end). The curve goes down first because the gene has the largest rank (statistic) and is not in the pathway. So the x-axis location is determined by the rank/statistics and going up or down on the y-axis is determined by whether the gene is in the pathway or not.

    FgseaPlotSmall.png, FgseaPlotSmallm.png, FgseaPlotSmall2.png

  • Shifting exampleRanks values will change the enrichment scores because the directions of genes' statistics change? 
    plotEnrichment(examplePathways[[1]],
                exampleRanks) + labs(title="Programmed Cell Death") 
            # like sin() with one period
range(exampleRanks)
# [1] -63.33703  53.28400
plotEnrichment(examplePathways[[1]],
                exampleRanks+64) + labs(title="Programmed Cell Death")
            # like a time series plot
plotEnrichment(examplePathways[[1]],
                exampleRanks-54) + labs(title="Programmed Cell Death")
            # same problem if we shift exampleRanks to all negative

    including NE, NES, pval, etc. So it is not purely rank-based. 

    set.seed(42)
fgseaRes2 <- fgsea(pathways = examplePathways, 
                   stats    = exampleRanks+2, # OR 2*(exampleRanks+2)
                   minSize  = 4,
                   maxSize  =10) 
identical(fgseaRes, fgseaRes2)
# [1] FALSE
R> fgseaRes[1:3, c("ES", "NES", "pval")]
           ES        NES      pval
1: -0.3087414 -0.6545067 0.8630705
2:  0.4209054  1.0360288 0.4312268
3: -0.4065043 -0.8617561 0.6431535
R> fgseaRes2[1:3, c("ES", "NES", "pval")]
           ES        NES      pval
1:  0.4554877  0.8284722 0.7201767
2:  0.5520914  1.1604366 0.2833333
3: -0.2908641 -0.5971951 0.9442724

    However, scaling won't change anything (because scaling does not change the directions?). 

    set.seed(42)
fgseaRes3 <- fgsea(pathways = examplePathways, 
                   stats    = 2*exampleRanks,
                   minSize  = 4,
                   maxSize  =10)
identical(fgseaRes, fgseaRes3)
# [1] TRUE
  • Obtain enrichment scores by calling fgsea(); i.e. fgseaMultilevel(). 
    examplePathways[["5991601_Phosphorylation_of_Emi1"]] |> length()
# [1] 8
set.seed(1)
fgsea2 <- fgsea(pathways = examplePathways["5991601_Phosphorylation_of_Emi1"], 
                stats    = exampleRanks)
tibble::as_tibble(fgsea2)
# A tibble: 1 × 8
#   pathway              pval    padj log2err    ES   NES  size leadi…¹
#   <chr>               <dbl>   <dbl>   <dbl> <dbl> <dbl> <int> <list> 
# 1 5991601_Phosphor… 9.39e-7 9.39e-7   0.659 0.947  2.05     6 <chr>  
# … with abbreviated variable name ¹​leadingEdge

plotGseaTable(examplePathways["5991601_Phosphorylation_of_Emi1"], 
              exampleRanks, fgsea2)

    FgseaPlotTop.png

  • The computation speed is FAST! 
    system.time(invisible(fgsea(examplePathways, exampleRanks)))
#    user  system elapsed 
#  31.162  38.427  15.800

Subramanian algorithm

In the plot, (x-axis) genes are sorted by their expression across all samples. Y-axis represents enrichment score. See HOW TO PERFORM GSEA - A tutorial on gene set enrichment analysis for RNA-seq. Bars represents genes being in the gene set. Genes on the LHS/RHS are more highly expressed in the experimental/control group. Small p means this gene set is enriched in this experimental sample.

Rafael A Irizarry

Gene set enrichment analysis made simple

RBiomirGS for microRNA/miRNA

  • RBiomirGS R package 
    require("RBiomirGS")

# two input files
#   liver.csv
#   kegg.v5.2.entrez.gmt, 186 pathways
raw <- read.csv(file = "liver.csv", header = TRUE, stringsAsFactors = FALSE)
dim(raw)
# [1] 85  3
raw[1:3,]
#               miRNA   FC pvalue
# 1 mmu-miR-let-7f-5p 0.58  0.034
# 2     mmu-miR-1a-5p 0.32  0.037
# 3     mmu-miR-1b-5p 0.50  0.001

# Target mRNA mapping
# creating 95 csv files; e.g. "mmu-miR-1a-5p_mRNA.csv"
rbiomirgs_mrnascan(objTitle = "mmu_liver_predicted", 
                   mir = raw$miRNA,
                   sp = "mmu", addhsaEntrez = TRUE, queryType = "predicted",
                   parallelComputing = TRUE, clusterType = "PSOCK")
# > head -3 mmu-miR-10b-5p_mRNA.csv
# "database","mature_mirna_acc","mature_mirna_id","target_symbol","target_entrez","target_ensembl","score"
# "diana_microt","MIMAT0000208","mmu-miR-10b-5p","Bdnf","12064","ENSMUSG00000048482","1"
# "diana_microt","MIMAT0000208","mmu-miR-10b-5p","Bcl2l11","12125","ENSMUSG00000027381","1"

# GSEA
# generating 3 files:
#   mirnascore.csv
#   mrnascore.csv
#   mirna_mrna_iwls_GS.csv
rbiomirgs_logistic(objTitle = "mirna_mrna_iwls", mirna_DE = raw,
                   var_mirnaName = "miRNA", 
                   var_mirnaFC = "FC", 
                   var_mirnaP = "pvalue",
                   mrnalist = mmu_liver_predicted_mrna_hsa_entrez_list, 
                   mrna_Weight = NULL, 
                   gs_file = "kegg.v5.2.entrez.gmt", 
                   optim_method = "IWLS", 
                   p.adj ="fdr", 
                   parallelComputing = FALSE, clusterType = "PSOCK") 
> wc -l mirnascore.csv                                             
      86 mirnascore.csv
> head -3 mirnascore.csv                                                                                               13:46:47
"miRNA","S_mirna"
"mmu-miR-let-7f-5p",1.46852108295774
"mmu-miR-1a-5p",1.43179827593301

> wc -l mrnascore.csv                                               
   15297 mrnascore.csv
> head -3 mrnascore.csv                                                                                                13:46:53
"EntrezID","S_mrna"
"1",-3.20388726317687
"10",-11.7197772358718

> wc -l mirna_mrna_iwls_GS.csv                                                                                 
     187 mirna_mrna_iwls_GS.csv
> head -3 mirna_mrna_iwls_GS.csv                                                          
# "GS","converged","loss","gene.tested","coef","std.err","t.value","p.value","adj.p.val"
# "KEGG_GLYCOLYSIS_GLUCONEOGENESIS","Y",0.0231448486023595,54,0.103936359331543,...

    # Histogram of all gene sets
# y-axis = model coefficients
# x-axis = gene set
rbiomirgs_bar(gsadfm = mirna_mrna_iwls_GS, n = "all",
              y.rightside = TRUE, yTxtSize = 8, plotWidth = 300, plotHeight = 200,
              xLabel = "Gene set", yLabel = "model coefficient")

# Histogram of top 50 ranked KEGG pathways based on absolute value of the coefficient 
# (with significant adjusted p values < 0.05)
# y-axis = gene set
# x-axis = log odds ratio
rbiomirgs_bar(gsadfm = mirna_mrna_iwls_GS, gs.name = TRUE, 
                    n = 50, y.rightside = FALSE, yTxtSize = 8, 
                    plotWidth = 200, plotHeight = 300, 
                    xLabel = "Log odss ratio", signif_only = TRUE)

# Volcano plot of all gene sets
# y-axis = -log10(p-value)
# x-axis = model coefficient
rbiomirgs_volcano(gsadfm = mirna_mrna_iwls_GS, topgsLabel = TRUE, 
                  n =15, gsLabelSize = 3, sigColour = "blue", 
                  plotWidth = 250, plotHeight = 220, 
                  xLabel = "model coefficient")
    • Rbiomirgs barall.png, Rbiomirgs bar.png, Rbiomirgs volcano.png

multiGSEA

multiGSEA - Combining GSEA-based pathway enrichment with multi omics data integration.

Plot

Single sample

singscore

  • singscore
    • Paper Single sample scoring of molecular phenotypes. Our approach does not depend upon background samples and scores are thus stable regardless of the composition and number of samples being scored. In contrast, scores obtained by GSVA, z-score, PLAGE and ssGSEA can be unstable when less data are available (NS < 25). Simulation was conducted.
    • SingscoreAMLMutations
    • TotalScore = UpScore + DownScore
    • centerScore and knownDirection(=TRUE by default) parameters used in generateNull() and simpleScore() functions.
    • On the paper, epithelial and mesenchymal gene sets are up-regulated and TGFβ-EMT signature is bidirectional.
    • The pvalue calculation seems wrong. For example, the first sample D_Ctrl_R1 returns p=0.996 but it should be 2*(1-.996) according to the null distribution plot. However, the 1st sample is a control sample so we don't expect it has a large score; its p-value should be large?
  • Gene-set enrichment analysis workshop. Also use ExperimentHub, SummarizedExperiment, emtdata, GSEABase, msigdb, edgeR, limma, vissE, igraph & patchwork packages.
    • Functions in the GSEABase package help with reading, parsing and processing the signatures.

ssGSEA & GSVA package

  • https://github.com/broadinstitute/ssGSEA2.0
  • ssGSEAProjection (v9.1.2). Each ssGSEA enrichment score represents the degree to which the genes in a particular gene set are coordinately up- or down-regulated within a sample.
  • single sample GSEA (ssGSEA) from http://baderlab.org/
  • How single sample GSEA works
  • Data formats gct (expression data format), gmt (gene set database format).
  • ssGSEA produced by Broad Gene Pattern is different from one produced by gsva package.
    • Actually they are not compatible. See a plot in singscore paper.
    • Gene Pattern also compute p-values testing the Spearman correlation
  • GSVA and SSGSEA for RNA-Seq TPM data.
    • Generally, negative enrichment values imply down-regulation of a signature / pathway; whereas, positive values imply up-regulation.
    • The idea is to then conduct a differential signature / pathway analysis (using, for example, limma) so that you can have, in addition to differentially expressed genes, differentially expressed signatures / pathways.
  • GSVA vignette. In GSEA Subramanian et al. (2005) it is also observed that the empirical null distribution obtained by permuting phenotypes is bimodal and, for this reason, significance is determined independently using the positive and negative sides of the null distribution.
  • Tips:
  • 纯R代码实现ssGSEA算法评估肿瘤免疫浸润程度. The pheatmap package was used to draw the heatmap. Original paper.
    • fpkm expression data was sorted by gene name & median values. Duplicated genes are removed. The data is transformed by log2(x+1) before sent to gsva()
    • NES scores are scaled and truncated to [-2, 2]. The scores are further scaled to have the range [0,1] before sending it to the heatmap function
  • gsva() from the GSVA package has an option to compute ssGSEA. 单样本基因集富集分析 --- ssGSEA (it includes the formula from Barbie's paper). The output of gsva() is a matrix of ES (# gene sets x # samples). It does not produce plots nor running the permutation tests. Notice the option ssgsea.norm. Note ssgsea.norm = TRUE (default) option will scale ES by the absolute difference of the max and min ES; Unscaled ES / (max(unscaled ES) - min(unscaled ES)). So the scaled ES values depends on the included samples. But it seems the impact of the included samples is small from some real data. See the source code on github and on how to debug an S4 function. 
    library(GSVA)
library(heatmaply)
p <- 10 ## number of genes
n <- 30 ## number of samples
nGrp1 <- 15 ## number of samples in group 1
nGrp2 <- n - nGrp1 ## number of samples in group 2

## consider three disjoint gene sets
geneSets <- list(set1=paste("g", 1:3, sep=""),
                 set2=paste("g", 4:6, sep=""),
                 set3=paste("g", 7:10, sep=""))

## sample data from a normal distribution with mean 0 and st.dev. 1
set.seed(1234)
y <- matrix(rnorm(n*p), nrow=p, ncol=n,
            dimnames=list(paste("g", 1:p, sep="") , paste("s", 1:n, sep="")))

## genes in set1 are expressed at higher levels in the last 'nGrp1+1' to 'n' samples
y[geneSets$set1, (nGrp1+1):n] <- y[geneSets$set1, (nGrp1+1):n] + 2

gsva_es <- gsva(y, geneSets, method="ssgsea")
dim(gsva_es) #  3 x 30
hist(gsva_es) # bi-modal
range(gsva_es)
# [1] -0.4390651  0.5609349

## build design matrix
design <- cbind(sampleGroup1=1, sampleGroup2vs1=c(rep(0, nGrp1), rep(1, nGrp2)))
## fit the same linear model now to the GSVA enrichment scores
fit <- lmFit(gsva_es, design)

## estimate moderated t-statistics
fit <- eBayes(fit)

## set1 is differentially expressed
topTable(fit, coef="sampleGroup2vs1")
#           logFC     AveExpr         t      P.Value    adj.P.Val         B
# set1  0.5045008 0.272674410  8.065096 4.493289e-12 1.347987e-11 17.067380
# set2 -0.1474396 0.029578749 -2.315576 2.301957e-02 3.452935e-02 -4.461466
# set3 -0.1266808 0.001380826 -2.060323 4.246231e-02 4.246231e-02 -4.992049

heatmaply(gsva_es)   # easy to see a pattern
                     # samples' clusters are not perfect
heatmaply(gsva_es, scale = "none")  # 'scale' is not working?

heatmaply(y, Colv = F, Rowv= F, scale = "none") # not easy to see a pattern
  • If we set ssgsea.norm=FALSE, do we get the same results when we compute ssgsea using a subset of samples? 
    gsva1 <- gsva(y, geneSets, method="ssgsea", ssgsea.norm = FALSE)
gsva2 <- gsva(y[, 1:2], geneSets, method="ssgsea", ssgsea.norm = FALSE)
range(abs(gsva1[, 1:2] - gsva2)) # [1] 0 0
  • Verify ssgsea.norm = TRUE option. 
    gsva_es <- gsva(y, geneSets, method="ssgsea")
gsva1 <- gsva(y, geneSets, method="ssgsea", ssgsea.norm = FALSE)
gsva2 <- gsva1 / abs(max(gsva1) - min(gsva1)) # abs(max(gsva1) - min(gsva1)) 8.9

range(gsva_es)              # [1] -0.4390651  0.5609349
range(abs(gsva_es - gsva2)) # [1] 0 0
  • Only ranks matters! If I replace the sample 1 gene expression values with the ranks, the ssgsea scores are not changed at all. 
    y2 <- y
y2[, 1] <- rank(y2[, 1])
gsva2 <- gsva(y2, geneSets, method="ssgsea")
gsva_es[, 1]
#      set1       set2       set3 
# 0.1927056  0.1699799 -0.1782934 
gsva2[, 1]
#      set1       set2       set3 
# 0.1927056  0.1699799 -0.1782934 
all.equal(gsva_es, gsva2)
# [1] TRUE

# How about the reverse ranking? No that will change everything.
# The one with the smallest value was assigned one according to 
# the definition of 'rank'
y3[, 1] <- 11 - y2[, 1]
gsva3 <- gsva(y3, geneSets, method="ssgsea")
gsva3[, 1]
#        set1         set2         set3 
#-0.054991319 -0.009603802  0.191733634

cbind(y[, 1], y2[, 1], y3[, 1])
#           [,1] [,2] [,3]
# g1  -1.2070657    2    9
# g2   0.2774292    7    4
# g3   1.0844412   10    1
# g4  -2.3456977    1   10
# g5   0.4291247    8    3
# g6   0.5060559    9    2
# g7  -0.5747400    4    7
# g8  -0.5466319    6    5
# g9  -0.5644520    5    6
# g10 -0.8900378    3    8
  • Is mx.diff useful? No. 
    gsva4 <- gsva(y, geneSets, method="ssgsea", mx.diff = FALSE)
all.equal(gsva_es, gsva4)
# [1] TRUE
  • A simple implementation of ssGSEA (single sample gene set enrichment analysis)
  • Use "ssgsea-gui.R". The first question is a folder containing input files GCT. The 2nd question is about gene set database in GMT format. This has to be very restrict. For example, "ptm.sig.db.all.uniprot.human.v1.9.0.gmt" and "ptm.sig.db.all.sitegrpid.human.v1.9.0.gmt" provided in github won't work with the example GCT file. 
    setwd("~/github/ssGSEA2.0/")
source("ssgsea-gui.R")
# select a folder containing gct files; e.g. PI3K_pert_logP_n2x23936.gct 
# select a gene set file; e.g. <ptm.sig.db.all.flanking.human.v1.8.1.gmt>

    A new folder (e.g. 2021-03-01) will be created under the same parent folder as the gct file folder. 

    tree -L 1 ~/github/ssGSEA2.0/example/gct/2021-03-20/                         

├── PI3K_pert_logP_n2x23936_ssGSEA-combined.gct
├── PI3K_pert_logP_n2x23936_ssGSEA-fdr-pvalues.gct
├── PI3K_pert_logP_n2x23936_ssGSEA-pvalues.gct
├── PI3K_pert_logP_n2x23936_ssGSEA-scores.gct
├── PI3K_pert_logP_n2x23936_ssGSEA.RData
├── parameters.txt
├── rank-plots
├── run.log
└── signature_gct

tree ~/github/ssGSEA2.0/example/gct/2021-03-20/rank-plots | head -3 
# 102 files. One file per matched gene set
├── DISEASE.PSP_Alzheime_2.pdf
├── DISEASE.PSP_breast_c_2.pdf

tree ~/github/ssGSEA2.0/example/gct/2021-03-20/signature_gct | head -3                    
# 102 files. One file per matched gene set
├── DISEASE.PSP_Alzheimer.s_disease_n2x23.gct
├── DISEASE.PSP_breast_cancer_n2x14.gct

    Since the GCT file contains 2 samples (the last 2 columns), ssGSEA produces one rank plot for each gene set (with adjusted p-value & the plot could contain multiple samples). The ES scores are saved in <PI3K_pert_logP_n2x23936_ssGSEA-scores> and adjust p-values are saved in <PI3K_pert_logP_n2x23936_ssGSEA-fdr-pvalues>.

    SsGSEA.png

  • Some possible problems using ssGSEA to replace GSEA for DE analysis? See a toy example on Single Sample GSEA (ssGSEA) and dynamic range of expression. PS: the rank values table is wrong; they should be reversed.
  • In general terms, PLAGE and z-score are parametric and should perform well with close-to-Gaussian expression profiles, and ssGSEA and GSVA are non-parametric and more robust to departures of Gaussianity in gene expression data. See Method and kcdf arguments in gsva package
  • Some discussions from biostars.org. Find -> "ssgsea"
  • Some papers.
  • 【生信分析 3】教你看懂GSEA和ssGSEA分析结果. No groups/classes in the data (6:33). Output is a heatmap. Each value is computed sample by sample. Rows = gene set. Columns = (sorted by the 1st gene set) samples.

escape

escape - Easy single cell analysis platform for enrichment. Github.

Benchmark

Toward a gold standard for benchmarking gene set enrichment analysis Geistlinger, 2021. GSEABenchmarkeR package in Bioconductor.

phantasus

PhenoExam

PhenoExam: gene set analyses through integration of different phenotype databa

Selected papers

Malacards

GSDA

Gene-set distance analysis (GSDA): a powerful tool for gene-set association analysis

MSigDB

https://www.gsea-msigdb.org/gsea/msigdb/

  • C1: Hallmark
  • C2: Curated gene sets including BioCarta, KEGG, Reactome
  • C5: Oncology

Hallmark

  • HALLMARK_EPITHELIAL_MESENCHYMAL_TRANSITION/EMT from MsigDB
  • Epithelial (170 genes), mesenchymal gene signatures 218-170 genes). Tan et al. 2014 and can be found in the ‘Table S1B. Generic EMT signature for cell line’ (Epi/Mes column) in the supplementary tables file. See here. I save the gene lists in Github.
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