From 371ce9ded8e87f2ea7b6926a4e9f281a6d0a94da Mon Sep 17 00:00:00 2001
From: daveringelberg <141670222+daveringelberg@users.noreply.github.com>
Date: Wed, 26 Aug 2026 13:54:50 +0200
Subject: [PATCH 1/3] Add signature reversal tutorial section
---
enrichment.ipynb | 87 ++++++++++++++++++++++++++++++++++++++++++++++++
1 file changed, 87 insertions(+)
diff --git a/enrichment.ipynb b/enrichment.ipynb
index c91aa24..ec69731 100644
--- a/enrichment.ipynb
+++ b/enrichment.ipynb
@@ -697,6 +697,93 @@
"fig.show()"
]
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Signature reversal"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "`Enrichment.signature_reversal` ranks perturbations by how strongly their gene-level effects oppose an up/down query signature.\n",
+ "The method expects signed perturbation effects relative to matched controls rather than raw expression."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "cell_adata = pt.dt.distance_example()\n",
+ "ps = pt.tl.PseudobulkSpace()\n",
+ "ps_adata = ps.compute(\n",
+ " cell_adata,\n",
+ " target_col=\"perturbation\",\n",
+ " mode=\"mean\",\n",
+ ")\n",
+ "ps_adata = ps.compute_control_diff(\n",
+ " ps_adata,\n",
+ " target_col=\"perturbation\",\n",
+ " reference_key=\"control\",\n",
+ ")\n",
+ "ps_adata = ps_adata[ps_adata.obs[\"perturbation\"] != \"control\"].copy()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To keep this example self-contained, the query is defined as the opposite of one observed CRISPR perturbation signature.\n",
+ "In a real analysis, use an independently derived disease or state signature."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "query_profile = -ps_adata[ps_adata.obs[\"perturbation\"] == \"p-sgCREB1-2\"].to_df().iloc[0]\n",
+ "up_genes = query_profile[query_profile > 0].nlargest(20).index.tolist()\n",
+ "down_genes = query_profile[query_profile < 0].nsmallest(20).index.tolist()\n",
+ "\n",
+ "enr = pt.tl.Enrichment()\n",
+ "enr.signature_reversal(\n",
+ " ps_adata,\n",
+ " up_genes=up_genes,\n",
+ " down_genes=down_genes,\n",
+ ")\n",
+ "ps_adata.obs.sort_values(\"signature_reversal_rank\")[\n",
+ " [\"perturbation\", \"signature_reversal_score\", \"signature_reversal_rank\"]\n",
+ "].head(10)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "top = ps_adata.obs.nsmallest(10, \"signature_reversal_rank\").index\n",
+ "plot_genes = up_genes[:5] + down_genes[:5]\n",
+ "sc.pl.matrixplot(\n",
+ " ps_adata[top],\n",
+ " var_names=plot_genes,\n",
+ " groupby=\"perturbation\",\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "A high reversal score is a hypothesis for follow-up rather than evidence of efficacy or safety."
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {},
From 49b16d5ec4f4025038251d50edbc9b3ce85e23dd Mon Sep 17 00:00:00 2001
From: daveringelberg <141670222+daveringelberg@users.noreply.github.com>
Date: Wed, 26 Aug 2026 16:16:04 +0200
Subject: [PATCH 2/3] Execute signature reversal tutorial cells
---
enrichment.ipynb | 131 +++++++++++++++++++++++++++++++++++++++++++++--
1 file changed, 126 insertions(+), 5 deletions(-)
diff --git a/enrichment.ipynb b/enrichment.ipynb
index ec69731..5c69150 100644
--- a/enrichment.ipynb
+++ b/enrichment.ipynb
@@ -714,7 +714,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
@@ -743,9 +743,119 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 20,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " perturbation | \n",
+ " signature_reversal_score | \n",
+ " signature_reversal_rank | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | p-sgCREB1-2 | \n",
+ " p-sgCREB1-2 | \n",
+ " 1.000000 | \n",
+ " 1 | \n",
+ "
\n",
+ " \n",
+ " | p-sgEGR1-4 | \n",
+ " p-sgEGR1-4 | \n",
+ " 0.936307 | \n",
+ " 2 | \n",
+ "
\n",
+ " \n",
+ " | p-sgGABPA-9 | \n",
+ " p-sgGABPA-9 | \n",
+ " 0.931187 | \n",
+ " 3 | \n",
+ "
\n",
+ " \n",
+ " | p-sgNR2C2-2 | \n",
+ " p-sgNR2C2-2 | \n",
+ " 0.930610 | \n",
+ " 4 | \n",
+ "
\n",
+ " \n",
+ " | p-sgYY1-3 | \n",
+ " p-sgYY1-3 | \n",
+ " 0.930470 | \n",
+ " 5 | \n",
+ "
\n",
+ " \n",
+ " | p-sgNR2C2-3 | \n",
+ " p-sgNR2C2-3 | \n",
+ " 0.929137 | \n",
+ " 6 | \n",
+ "
\n",
+ " \n",
+ " | p-sgELK1-1 | \n",
+ " p-sgELK1-1 | \n",
+ " 0.925710 | \n",
+ " 7 | \n",
+ "
\n",
+ " \n",
+ " | p-sgEGR1-2 | \n",
+ " p-sgEGR1-2 | \n",
+ " 0.924965 | \n",
+ " 8 | \n",
+ "
\n",
+ " \n",
+ " | p-sgELF1-5 | \n",
+ " p-sgELF1-5 | \n",
+ " 0.924789 | \n",
+ " 9 | \n",
+ "
\n",
+ " \n",
+ " | p-sgIRF1-2 | \n",
+ " p-sgIRF1-2 | \n",
+ " 0.918981 | \n",
+ " 10 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " perturbation signature_reversal_score signature_reversal_rank\n",
+ "p-sgCREB1-2 p-sgCREB1-2 1.000000 1\n",
+ "p-sgEGR1-4 p-sgEGR1-4 0.936307 2\n",
+ "p-sgGABPA-9 p-sgGABPA-9 0.931187 3\n",
+ "p-sgNR2C2-2 p-sgNR2C2-2 0.930610 4\n",
+ "p-sgYY1-3 p-sgYY1-3 0.930470 5\n",
+ "p-sgNR2C2-3 p-sgNR2C2-3 0.929137 6\n",
+ "p-sgELK1-1 p-sgELK1-1 0.925710 7\n",
+ "p-sgEGR1-2 p-sgEGR1-2 0.924965 8\n",
+ "p-sgELF1-5 p-sgELF1-5 0.924789 9\n",
+ "p-sgIRF1-2 p-sgIRF1-2 0.918981 10"
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"query_profile = -ps_adata[ps_adata.obs[\"perturbation\"] == \"p-sgCREB1-2\"].to_df().iloc[0]\n",
"up_genes = query_profile[query_profile > 0].nlargest(20).index.tolist()\n",
@@ -764,9 +874,20 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 21,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"top = ps_adata.obs.nsmallest(10, \"signature_reversal_rank\").index\n",
"plot_genes = up_genes[:5] + down_genes[:5]\n",
From 7dc4144eae0bb29e8a731a2751b57deedc4dfb64 Mon Sep 17 00:00:00 2001
From: daveringelberg <141670222+daveringelberg@users.noreply.github.com>
Date: Wed, 26 Aug 2026 18:12:06 +0200
Subject: [PATCH 3/3] Clarify signature reversal matrix plot
---
enrichment.ipynb | 4 +++-
1 file changed, 3 insertions(+), 1 deletion(-)
diff --git a/enrichment.ipynb b/enrichment.ipynb
index 5c69150..fd8007f 100644
--- a/enrichment.ipynb
+++ b/enrichment.ipynb
@@ -879,7 +879,7 @@
"outputs": [
{
"data": {
- "image/png": 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",
+ "image/png": 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",
"text/plain": [
""
]
@@ -895,6 +895,8 @@
" ps_adata[top],\n",
" var_names=plot_genes,\n",
" groupby=\"perturbation\",\n",
+ " categories_order=top,\n",
+ " colorbar_title=\"Control-relative effect\",\n",
")"
]
},