Last updated: 2024-12-13

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The previous analysis applied different matrix factorization approaches to the full pancreas data set. A key challenge in analyzing the full pancreas data set is that there are large batch or data-set effects, which some matrix factorization approaches have difficulty dealing with (particularly the topic model). Here we look more closely at a couple of the individual data sets to highlight better how the different factorizations yield different representations of the underlying structure in the cells without the added complication of dealing with the batch effects.

First, load the packages needed for this analysis.

library(Matrix)
library(fastTopics)
library(ggplot2)
library(cowplot)

Set the seed for reproducibility.

set.seed(1)

CEL-Seq2 data

Let’s start with the “CEL-Seq2” data from the Muraro et al 2016 paper. (The data were generated using the CEL-Seq2 protocol.)

First load the CEL-Seq2 pancreas data and the outputs generated by running the compute_pancreas_celseq2_factors.R script.

load("../data/pancreas.RData")
load("../output/pancreas_celseq2_factors.RData")
i           <- which(sample_info$tech == "celseq2")
sample_info <- sample_info[i,]
counts      <- counts[i,]
sample_info <- transform(sample_info,celltype = factor(celltype))

For fair comparison all the matrix factorizations were generated with 9 factors or topics.

Topic model (fastTopics)

Here is the topic model with 9 topics:

celltype <- sample_info$celltype
celltype <-
 factor(celltype,
        c("acinar","ductal","activated_stellate","quiescent_stellate",
          "endothelial","macrophage","mast","schwann","t_cell","alpha",
          "beta","delta","gamma","epsilon"))
L <- poisson2multinom(pnmf)$L
structure_plot(L,grouping = celltype,gap = 20,perplexity = 70,n = Inf)

Most of the topics identify individual cell types or subsets of similar cell types. The topics also identify some substructures within and across cell types, e.g., topics 2 and 7. Most of the smaller cell types are not captured as a separate topic.

Flashier NMF

Let’s now compare the topic model to the empirical Bayes NMF result (with 9 factors).

I omit the first factor from the Structure plot because it is a “baseline” factor, and therefore not interesting to look at:

L <- fl_nmf_ldf$L
k <- ncol(L)
colnames(L) <- paste0("k",1:k)
structure_plot(L[,-1],grouping = celltype,gap = 20,perplexity = 70,n = Inf) +
  labs(y = "membership",fill = "factor",color = "factor")

It is interesting that the EBNMF factors distinguish some of the rare cell types, but do not distinguish as well among some of the islet cells (e.g., delta and gamma), even though they are quite abundant. It seems that these methods are each adept at identifying different types of structure.

NMF (NNLM)

Let’s now have a look at the “vanilla” NMF (produced by the NNLM package). As before, this NMF has 9 factors.

scale_cols <- function (A, b)
  t(t(A) * b)
W <- nmf$W
k <- ncol(W)
d <- apply(W,2,max)
W <- scale_cols(W,1/d)
colnames(W) <- paste0("k",1:k)
structure_plot(W,grouping = celltype,gap = 20,perplexity = 70,n = Inf) +
  labs(y = "membership",fill = "factor",color = "factor")

Unlike the EBNMF results, there is no single factor that acts as a “baseline”. Some of the rarer cell types are missed by this NMF. It is also interesting that it has identified a single factor (k = 4) corresponding to all islet cells. Oddly, it seems to have identified factors that are active in the same cells, such as factors 3 and 6, as well as 7 and 8. So the NMF and EBNMF results are surprisingly different.

Flashier semi-NMF

The semi-NMF decomposition produced by flashier is interesting because it identifies not only cell-type-specific factors (e.g., factors 6, 7, 9), but also factors capturing expression programs common to several similar cell types (e.g., factors 2, 4, 8).

L <- fl_snmf_ldf$L
k <- ncol(L)
colnames(L) <- paste0("k",1:k)
structure_plot(L[,-c(1,5)],grouping = celltype,gap = 20,
               perplexity = 70,n = Inf)

In other words, the semi-NMF is capturing structure at different levels of cell-type-specifity, achieving a cell-type “hierarchy” of sorts. Note that I removed two factors (1 and 5) from the Structure plot because they were active to varying degreees in all cells.

Smart-seq2 data


sessionInfo()
# R version 4.3.3 (2024-02-29)
# Platform: aarch64-apple-darwin20 (64-bit)
# Running under: macOS Sonoma 14.7.1
# 
# Matrix products: default
# BLAS:   /Library/Frameworks/R.framework/Versions/4.3-arm64/Resources/lib/libRblas.0.dylib 
# LAPACK: /Library/Frameworks/R.framework/Versions/4.3-arm64/Resources/lib/libRlapack.dylib;  LAPACK version 3.11.0
# 
# locale:
# [1] en_US.UTF-8/en_US.UTF-8/en_US.UTF-8/C/en_US.UTF-8/en_US.UTF-8
# 
# time zone: America/Chicago
# tzcode source: internal
# 
# attached base packages:
# [1] stats     graphics  grDevices utils     datasets  methods   base     
# 
# other attached packages:
# [1] cowplot_1.1.3      ggplot2_3.5.0      fastTopics_0.6-193 Matrix_1.6-5      
# 
# loaded via a namespace (and not attached):
#  [1] gtable_0.3.4        xfun_0.42           bslib_0.6.1        
#  [4] htmlwidgets_1.6.4   ggrepel_0.9.5       lattice_0.22-5     
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# [10] generics_0.1.3      parallel_4.3.3      tibble_3.2.1       
# [13] fansi_1.0.6         highr_0.10          pkgconfig_2.0.3    
# [16] data.table_1.15.2   SQUAREM_2021.1      RcppParallel_5.1.7 
# [19] lifecycle_1.0.4     truncnorm_1.0-9     farver_2.1.1       
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# [28] httpuv_1.6.14       htmltools_0.5.7     sass_0.4.8         
# [31] yaml_2.3.8          lazyeval_0.2.2      plotly_4.10.4      
# [34] crayon_1.5.2        later_1.3.2         pillar_1.9.0       
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# [46] stringi_1.8.3       dplyr_1.1.4         purrr_1.0.2        
# [49] ashr_2.2-66         labeling_0.4.3      rprojroot_2.0.4    
# [52] fastmap_1.1.1       grid_4.3.3          colorspace_2.1-0   
# [55] cli_3.6.2           invgamma_1.1        magrittr_2.0.3     
# [58] utf8_1.2.4          withr_3.0.0         prettyunits_1.2.0  
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# [73] Rcpp_1.0.12         mixsqp_0.3-54       glue_1.7.0         
# [76] jsonlite_1.8.8      R6_2.5.1            fs_1.6.3