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Published as Extended Data Figure 1.

All panels are produced by script/FigureS1.R. The code below is shown for reference (not re-executed on this page); the images are its pre-rendered output. Panels A/B reuse a cached per-IGT cosine-similarity score matrix (data/igt_specific_cosine_scores.csv); see code/pipeline/05_igt_validation.R for how that matrix itself is produced (a much heavier, cluster-scale computation).

Setup

# Figure S1. GP reproducibility across IGTs.
#
# Panels produced (see figures/Previous/bits/Figure S1/FigureS1_caption.md
# for the full caption text):
#   S1A  Cumulative number of GPs validated (cosine >= threshold, thresholds
#        0.2-0.8) as IGTs are added one at a time, in IGT index order.
#   S1B  Number of GPs validated by at least X IGTs, vs X (log-log), for the
#        same thresholds.
#   S1C  Between-IGT variability: each GP's mean-of-per-IGT-mean-loading (x)
#        vs. variance-of-per-IGT-mean-loading (y).
#   S1D  Heatmap of per-IGT mean loading for S1C's 10 highest-variance GPs.
#
#        S1C and S1D share one per-IGT mean-loading matrix, over the
#        standard-spleen subset restricted to the 18 IGTs with >= 500 such
#        cells. Figure_batch.R built it twice on different IGT sets (S1C over
#        all 35, S1D over the 18), which made the published panels disagree --
#        see the note in the "Load data for S1C/S1D" section.
#   S1E  Scatter of the NUMBER of active genes (x) vs. proportion of active
#        cells (y) per GP, using the same hard-threshold definitions as Figure 2
#        (|normalized score| > 0.25 for genes; normalized loading > 0.1 for
#        cells), over non-thymocyte cells -- not the EBMF sparsity prior. One
#        dot per GP.
#
# Source: S1A/S1B ported from Figure_Saturation.R; S1C/S1D from
# Figure_batch.R (panels a/b only -- that script's `plot_gp_loading()`
# helper is defined but never called for a saved output, so it's dropped).
#
# S1A/S1B reuse the per-IGT cosine-matching score matrix
# (data/igt_specific_cosine_scores.csv) rather than recomputing it here --
# recomputing requires Hungarian-matching each of the ~80 per-IGT
# refactorizations in data/igt_specific/*.qs against the full model, which is
# the job of code/pipeline/05_igt_validation.R (run once upstream).
#
# Required inputs (data/) -- see code/README.md's "Data provenance" table
# for the full picture:
#   igt_specific_cosine_scores.csv           [code/pipeline/05_igt_validation.R]
#   L_pm_filtered.rds                        [code/pipeline/01b_filter_cells.R]
#   igt1_96_..._ADTonly.Rds                  [primary input Seurat object]

library(dplyr)
library(tidyr)
library(ggplot2)
library(pheatmap)

Panels A and B both use the cached per-IGT cosine score matrix:

data_path <- "data/"
figure_path <- "figures/final-selected/Figure S1/"
gp_label <- function(x) sub("^K(\\d+)$", "GP\\1", x)

# ============================================================
# S1A/S1B: load the cached per-IGT cosine score matrix
# (GPs x IGTs; produced by code/pipeline/05_igt_validation.R)
# ============================================================
score_mat <- as.matrix(read.csv(paste0(data_path, "igt_specific_cosine_scores.csv"), row.names = 1, check.names = FALSE))

(A) Cumulative GPs validated as IGTs are added

# ============================================================
# S1A: cumulative number of GPs validated as IGTs are added, in IGT-index order
# ============================================================
igt_idx <- as.integer(gsub("^IGT", "", colnames(score_mat)))
o <- order(igt_idx)
score_mat_ord <- score_mat[, o, drop = FALSE]

cum_validated_counts <- function(score_mat_ord, threshold) {
  validated <- score_mat_ord >= threshold
  ever_validated <- t(apply(validated, 1, cummax)) # 200 x nIGT logical
  colSums(ever_validated)
}
plot_df_a <- lapply(thresholds, function(t) {
  y <- cum_validated_counts(score_mat_ord, t)
  data.frame(n_IGTs_included = seq_along(y), validated_GPs = y, threshold = factor(t))
}) %>% bind_rows()

p_S1A <- ggplot(plot_df_a, aes(x = n_IGTs_included, y = validated_GPs, color = threshold)) +
  geom_line(linewidth = 1) +
  geom_point(size = 1) +
  labs(x = "Number of IGTs included (in IGT index order)", y = "Number of validated GPs (cumulative union)", color = "Threshold") +
  theme_minimal() +
  scale_color_brewer(palette = "Set1") +
  scale_x_continuous(breaks = seq(0, ncol(score_mat_ord), by = 5)) +
  scale_y_continuous(breaks = seq(0, max(plot_df_a$validated_GPs), by = 20))
ggsave(paste0(figure_path, "S1A.pdf"), plot = p_S1A, width = 6, height = 4)

Version Author Date
7102598 Ziang Zhang 2026-07-27
6c1a613 Ziang Zhang 2026-07-27
bf7afcf Ziang Zhang 2026-07-27
ea3ecc2 Ziang Zhang 2026-07-27
78e3bba Ziang Zhang 2026-07-03
06b2461 Ziang Zhang 2026-07-02

Fig. S1A. Cumulative number of GPs, out of the 200 identified in the full immgenT solution, reproduced in at least one dataset (IGT). For each dataset an EBMF factorization was computed and its factors were matched to the 200 immgenT GPs by Hungarian assignment using the cosine similarity of gene-score vectors (restricted to shared genes, with columns scaled); a GP was considered reproduced in a dataset when this cosine similarity exceeded the threshold indicated for each curve. Adding IGTs one at a time in index order, the curves show the cumulative count for cosine-similarity thresholds of 0.2-0.8.

(B) GPs validated by at least X IGTs

# ============================================================
# S1B: number of GPs validated by at least X IGTs, vs X (log-log)
# ============================================================
thresholds <- seq(0.2, 0.8, by = 0.1)
X_grid <- 1:50
plot_df_b <- tidyr::crossing(threshold = thresholds, X = X_grid) %>%
  mutate(n_GP = purrr::map2_int(threshold, X, \(t, x) {
    rowSums(score_mat >= t, na.rm = TRUE) |> (\(v) sum(v >= x))()
  }))

p_S1B <- ggplot(plot_df_b, aes(x = X, y = n_GP, group = factor(threshold))) +
  geom_line() +
  geom_point(size = 1) +
  scale_y_log10() +
  scale_x_log10() +
  labs(x = "X (validated by at least X IGTs)", y = "Number of GPs", color = "Threshold") +
  aes(color = factor(threshold)) +
  theme_minimal() +
  scale_color_brewer(palette = "Set1")
ggsave(paste0(figure_path, "S1B.pdf"), plot = p_S1B, width = 6, height = 4)

Version Author Date
7102598 Ziang Zhang 2026-07-27
6c1a613 Ziang Zhang 2026-07-27
bf7afcf Ziang Zhang 2026-07-27
ea3ecc2 Ziang Zhang 2026-07-27
78e3bba Ziang Zhang 2026-07-03
06b2461 Ziang Zhang 2026-07-02

Fig. S1B. Distribution of GP reproducibility across datasets. Using the same per-IGT cosine matching, the curves show the number of GPs reproduced in at least that many datasets, for cosine-similarity thresholds ranging from 0.2 to 0.8 (both axes log-scaled).

(C) Between-IGT variability

# ============================================================
# Load data for S1C/S1D
# ============================================================
L_pm_filtered <- readRDS(paste0(data_path, "L_pm_filtered.rds"))
seurat_meta <- readRDS(paste0(data_path, "igt1_96_withtotalvi20260206_clean_ADTonly.Rds"))@meta.data
seurat_meta_filtered <- seurat_meta[rownames(L_pm_filtered), ]
seurat_meta_filtered_spleen <- seurat_meta_filtered %>% filter(spleen_standard == TRUE)

# S1C and S1D are both computed from ONE per-IGT mean-loading matrix
# (IGTs x GPs) over the standard-spleen subset, restricted to the IGTs with
# >= 500 such cells -- an IGT mean over a handful of cells is too noisy to
# either rank on or draw. Both panels therefore describe the same 18 IGTs, and
# S1C's ten labelled GPs are exactly S1D's ten rows.
#
# Figure_batch.R built this matrix twice instead: S1C over all 35 spleen IGTs,
# S1D over the >= 500-cell subset. The two rankings disagree -- GP2 is 7th on
# the subset but 11th over all 35, GP25 is 6th over all 35 but 23rd on the
# subset -- so the published S1C labels GP25 while the published S1D shows GP2,
# and "the top ten from (C)" could not be followed across the two panels.
# Computing it once removes the inconsistency and the chance of the two
# drifting apart again.
spleen_cells <- intersect(rownames(L_pm_filtered), rownames(seurat_meta_filtered_spleen))
igt_vec <- seurat_meta_filtered_spleen[spleen_cells, "IGT"]
selected_igts <- names(table(igt_vec))[table(igt_vec) >= 500]
igt_mean_mat <- do.call(rbind, lapply(selected_igts, function(igt) {
  colMeans(L_pm_filtered[spleen_cells[igt_vec == igt], , drop = FALSE])
}))
rownames(igt_mean_mat) <- selected_igts

gp_igt_var <- apply(igt_mean_mat, 2, var)
gp_overall <- colMeans(igt_mean_mat)
# ============================================================
# S1C: GP mean-of-IGT-mean-loading vs. variance-of-IGT-mean-loading (spleen)
# ============================================================
gp_stats <- data.frame(GP = colnames(igt_mean_mat), x = gp_overall, y = gp_igt_var) %>%
  arrange(desc(y)) %>%
  mutate(label = ifelse(row_number() <= 10, gp_label(as.character(GP)), ""))

p_S1C <- ggplot(gp_stats, aes(x = x, y = y, label = label)) +
  geom_point(size = 1.5, alpha = 0.7, color = "steelblue") +
  ggrepel::geom_text_repel(seed = 42, size = 3, box.padding = 0.4, max.overlaps = Inf, segment.color = "grey50") +
  cowplot::theme_cowplot() +
  labs(
    title = "GP Mean of IGT Mean Loading vs. Between-IGT VAR",
    x = "Mean of IGT Mean Loading",
    y = "Variance of IGT Mean Loading"
  )
ggsave(paste0(figure_path, "S1C.pdf"), plot = p_S1C, width = 6, height = 5, dpi = 300)

Version Author Date
39de9e0 Ziang Zhang 2026-07-27
7102598 Ziang Zhang 2026-07-27
6c1a613 Ziang Zhang 2026-07-27
bf7afcf Ziang Zhang 2026-07-27
ea3ecc2 Ziang Zhang 2026-07-27
78e3bba Ziang Zhang 2026-07-03
06b2461 Ziang Zhang 2026-07-02

Fig. S1C. Batch-effect evaluation using the spleen standards spiked into each dataset (IGT): variance versus mean GP loading across datasets, considering only spleen-standard cells, in the 18 datasets contributing at least 500 such cells – so that no per-IGT mean rests on a handful of cells. Each GP’s mean loading is computed within every one of those 18 IGTs; each point is a GP, plotting the mean across IGTs of these per-IGT mean loadings (x-axis) against their variance across IGTs (y-axis). The ten GPs with the highest between-dataset variance are labeled, and are the ten shown in (D).

(D) Top-variance GP heatmap

# ============================================================
# S1D: heatmap of per-IGT mean loading for S1C's ten highest-variance GPs
# ============================================================
# Same `igt_mean_mat` and same `gp_igt_var` as S1C, so these ten rows are the
# ten GPs S1C labels -- see the note where that matrix is built.
top10_var_gps <- names(sort(gp_igt_var, decreasing = TRUE))[1:10]

plot_mat <- t(igt_mean_mat[, top10_var_gps, drop = FALSE])
plot_mat[plot_mat < 0] <- 0
rownames(plot_mat) <- gp_label(rownames(plot_mat))

pdf(paste0(figure_path, "S1D.pdf"), width = 5, height = 5)
pheatmap(
  plot_mat,
  cluster_rows = TRUE,
  cluster_cols = FALSE,
  main = "Top 10 GPs by Variance of IGT Mean Loading",
  color = colorRampPalette(c("white", "red"))(100),
  border_color = "white",
  fontsize_row = 8,
  angle_col = 45
)
dev.off()

Version Author Date
39de9e0 Ziang Zhang 2026-07-27
7102598 Ziang Zhang 2026-07-27
6c1a613 Ziang Zhang 2026-07-27
bf7afcf Ziang Zhang 2026-07-27
ea3ecc2 Ziang Zhang 2026-07-27
78e3bba Ziang Zhang 2026-07-03
06b2461 Ziang Zhang 2026-07-02

Fig. S1D. Heatmap showing the mean loading of these same ten GPs across the same 18 datasets – the same ten GPs labelled in (C), over the same IGTs, from the same matrix. Rows (GPs) are hierarchically clustered; color runs from white (low) to red (high mean loading).

(E) Active-gene vs. active-cell proportion per GP

# ============================================================
# S1E: active-gene vs active-cell scatter per GP, using the SAME hard-threshold
# definitions as Figure 2 (per-GP-normalized): number of active genes = count of
# genes with |score| > 0.25 of the GP's max; proportion of active cells = fraction
# of cells with loading > 0.1 of the GP's max. Non-thymocyte cells, matching
# Figure 2. (Replaces the earlier EBMF-sparsity-prior version.)
# ============================================================
non_thymo_s1e <- seurat_meta_filtered$cellID[seurat_meta_filtered$annotation_level1 != "thymocyte"]
L_s1e <- L_pm_filtered[non_thymo_s1e, ]
L_norm_s1e <- L_s1e / matrix(apply(L_s1e, 2, max), nrow = nrow(L_s1e), ncol = ncol(L_s1e), byrow = TRUE)
prop_cells <- colSums(L_norm_s1e > 0.1) / nrow(L_norm_s1e)   # proportion of active cells per GP

F_s1e <- readRDS(paste0(data_path, "F_pm_filtered.rds"))
F_norm_s1e <- F_s1e / matrix(apply(F_s1e, 2, function(x) max(abs(x))), nrow = nrow(F_s1e), ncol = ncol(F_s1e), byrow = TRUE)
n_genes_act <- colSums(abs(F_norm_s1e) > 0.25)               # number of active genes per GP

scatter_df_s1e <- data.frame(n_genes = n_genes_act, prop_cells = prop_cells)
pct_breaks <- c(0.0001, 0.001, 0.01, 0.05, 0.1, 0.3, 0.5, 1)
p_S1E <- ggplot(scatter_df_s1e, aes(x = n_genes, y = prop_cells)) +
  geom_point(size = 2, alpha = 0.7, color = "steelblue") +
  scale_x_log10(labels = scales::label_comma()) +
  scale_y_log10(breaks = pct_breaks, labels = function(x) paste0(x * 100, "%")) +
  annotation_logticks(sides = "bl") +
  labs(
    x = "Number of active genes per GP (log scale)",
    y = "Proportion of active cells per GP (log scale)",
    title = "Active genes vs. active-cell proportion per GP"
  ) +
  theme_minimal(base_size = 13)
ggsave(paste0(figure_path, "S1E.pdf"), plot = p_S1E, width = 6, height = 5, dpi = 300)

Version Author Date
7102598 Ziang Zhang 2026-07-27
6c1a613 Ziang Zhang 2026-07-27
bf7afcf Ziang Zhang 2026-07-27
ea3ecc2 Ziang Zhang 2026-07-27
c655a83 Ziang Zhang 2026-07-16
c2b3360 Ziang Zhang 2026-07-13

Fig. S1E. For each GP, the number of active genes (x-axis) versus the fraction of active cells (y-axis), using the same thresholds as Figure 2: a gene is active in a GP if its per-GP-normalized score exceeds 0.25 in absolute value, and a cell is active if its per-GP-normalized loading exceeds 0.1; computed over non-thymocyte cells. Both axes on log scale; each dot is one of the 200 GPs.


sessionInfo()
R version 4.5.1 (2025-06-13)
Platform: aarch64-apple-darwin20
Running under: macOS Sequoia 15.6.1

Matrix products: default
BLAS:   /System/Library/Frameworks/Accelerate.framework/Versions/A/Frameworks/vecLib.framework/Versions/A/libBLAS.dylib 
LAPACK: /Library/Frameworks/R.framework/Versions/4.5-arm64/Resources/lib/libRlapack.dylib;  LAPACK version 3.12.1

locale:
[1] en_CA/en_CA/en_CA/C/en_CA/en_CA

time zone: America/Chicago
tzcode source: internal

attached base packages:
[1] stats     graphics  grDevices utils     datasets  methods   base     

loaded via a namespace (and not attached):
 [1] vctrs_0.7.3     cli_3.6.6       knitr_1.50      rlang_1.2.0    
 [5] xfun_0.55       stringi_1.8.7   otel_0.2.0      promises_1.5.0 
 [9] jsonlite_2.0.0  workflowr_1.7.2 glue_1.8.1      rprojroot_2.1.1
[13] git2r_0.36.2    htmltools_0.5.9 httpuv_1.6.16   sass_0.4.10    
[17] rmarkdown_2.30  evaluate_1.0.5  jquerylib_0.1.4 tibble_3.3.0   
[21] fastmap_1.2.0   yaml_2.3.12     lifecycle_1.0.5 whisker_0.4.1  
[25] stringr_1.6.0   compiler_4.5.1  fs_1.6.6        Rcpp_1.1.1-1.1 
[29] pkgconfig_2.0.3 later_1.4.4     digest_0.6.39   R6_2.6.1       
[33] pillar_1.11.1   magrittr_2.0.5  bslib_0.9.0     tools_4.5.1    
[37] cachem_1.1.0