{
"cells": [
{
"cell_type": "markdown",
"id": "a79fd05b",
"metadata": {
"tags": []
},
"source": [
"# ov.fm — Unified Foundation Model API\n",
"\n",
"The `ov.fm` module provides a **unified, model-agnostic API** for working with 22 single-cell foundation models. Instead of learning each model's unique interface, you can use the same 6-step workflow for any model:\n",
"\n",
"1. **Discover** — Browse available models and their capabilities\n",
"2. **Profile** — Automatically analyze your dataset\n",
"3. **Select** — Let the system recommend the best model\n",
"4. **Validate** — Check data-model compatibility before running\n",
"5. **Run** — Execute inference with a single function call\n",
"6. **Interpret** — Generate QA metrics and visualizations\n",
"\n",
"**Supported models include:** scGPT, Geneformer, UCE, scFoundation, CellPLM, scBERT, GeneCompass, Nicheformer, scMulan, and 13 more.\n",
"\n",
"**Cite:** Zeng, Z. et al. (2024). OmicVerse: a framework for bridging and deepening insights across bulk and single-cell sequencing. *Nature Communications*, 15(1), 5983."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "0213f2f7",
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"import omicverse as ov\n",
"import scanpy as sc\n",
"import numpy as np\n",
"import warnings\n",
"warnings.filterwarnings('ignore')\n",
"\n",
"sc.settings.set_figure_params(dpi=80, facecolor='white')\n",
"sc.settings.figdir = './figures/'"
]
},
{
"cell_type": "markdown",
"id": "012c41cc",
"metadata": {
"tags": []
},
"source": [
"## Step 1: Discover Available Models\n",
"\n",
"Use `ov.fm.list_models()` to browse all registered foundation models. You can filter by task type to find models that support your specific analysis."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "78eeabdd",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Total models available: 22\n"
]
},
{
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" \n",
" \n",
" 11 \n",
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" [human] \n",
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" True \n",
" 16 \n",
" \n",
" \n",
" 12 \n",
" scprint \n",
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" [human] \n",
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" 16 \n",
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" \n",
" 13 \n",
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" 15 \n",
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" 18 \n",
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" 19 \n",
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\n",
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"text/plain": [
" name status tasks \\\n",
"0 scgpt ready [embed, integrate] \n",
"1 geneformer ready [embed, integrate] \n",
"2 uce ready [embed, integrate] \n",
"3 scfoundation ready [embed, integrate] \n",
"4 scbert partial [embed, integrate] \n",
"5 genecompass partial [embed, integrate] \n",
"6 cellplm ready [embed, integrate] \n",
"7 nicheformer partial [embed, integrate, spatial] \n",
"8 scmulan partial [embed, integrate] \n",
"9 tgpt partial [embed, integrate] \n",
"10 cellfm partial [embed, integrate] \n",
"11 sccello partial [embed, integrate, annotate] \n",
"12 scprint partial [embed, integrate] \n",
"13 aidocell partial [embed, integrate] \n",
"14 pulsar partial [embed, integrate] \n",
"15 atacformer partial [embed, integrate] \n",
"16 scplantllm partial [embed, integrate] \n",
"17 langcell partial [embed, integrate] \n",
"18 cell2sentence partial [embed] \n",
"19 genept partial [embed] \n",
"20 chatcell partial [embed, annotate] \n",
"21 tabula partial [embed, annotate, integrate, perturb] \n",
"\n",
" species zero_shot \\\n",
"0 [human, mouse] True \n",
"1 [human] True \n",
"2 [human, mouse, zebrafish, mouse_lemur, macaque... True \n",
"3 [human] True \n",
"4 [human] True \n",
"5 [human, mouse] True \n",
"6 [human] True \n",
"7 [human, mouse] True \n",
"8 [human] True \n",
"9 [human] True \n",
"10 [human] True \n",
"11 [human] True \n",
"12 [human] True \n",
"13 [human] True \n",
"14 [human] True \n",
"15 [human] True \n",
"16 [plant] True \n",
"17 [human] True \n",
"18 [human] False \n",
"19 [human] True \n",
"20 [human] True \n",
"21 [human] True \n",
"\n",
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},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# List all available models\n",
"all_models = ov.fm.list_models()\n",
"print(f\"Total models available: {all_models['count']}\")\n",
"\n",
"# Display as a table\n",
"import pandas as pd\n",
"df = pd.DataFrame(all_models['models'])\n",
"df[['name', 'status', 'tasks', 'species', 'zero_shot', 'gpu_required', 'min_vram_gb']]"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "313117f7",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Models supporting embedding: 22\n",
" - scgpt species=['human', 'mouse'] zero_shot=True\n",
" - geneformer species=['human'] zero_shot=True\n",
" - uce species=['human', 'mouse', 'zebrafish', 'mouse_lemur', 'macaque', 'frog', 'pig'] zero_shot=True\n",
" - scfoundation species=['human'] zero_shot=True\n",
" - scbert species=['human'] zero_shot=True\n",
" - genecompass species=['human', 'mouse'] zero_shot=True\n",
" - cellplm species=['human'] zero_shot=True\n",
" - nicheformer species=['human', 'mouse'] zero_shot=True\n",
" - scmulan species=['human'] zero_shot=True\n",
" - tgpt species=['human'] zero_shot=True\n",
" - cellfm species=['human'] zero_shot=True\n",
" - sccello species=['human'] zero_shot=True\n",
" - scprint species=['human'] zero_shot=True\n",
" - aidocell species=['human'] zero_shot=True\n",
" - pulsar species=['human'] zero_shot=True\n",
" - atacformer species=['human'] zero_shot=True\n",
" - scplantllm species=['plant'] zero_shot=True\n",
" - langcell species=['human'] zero_shot=True\n",
" - cell2sentence species=['human'] zero_shot=False\n",
" - genept species=['human'] zero_shot=True\n",
" - chatcell species=['human'] zero_shot=True\n",
" - tabula species=['human'] zero_shot=True\n"
]
}
],
"source": [
"# Filter by task: only models that support embedding\n",
"embed_models = ov.fm.list_models(task=\"embed\")\n",
"print(f\"Models supporting embedding: {embed_models['count']}\")\n",
"for m in embed_models['models']:\n",
" print(f\" - {m['name']:15s} species={m['species']} zero_shot={m['zero_shot']}\")"
]
},
{
"cell_type": "markdown",
"id": "e57706d3",
"metadata": {
"tags": []
},
"source": [
"### Get detailed model information\n",
"\n",
"Use `ov.fm.describe_model()` to get full specifications for any model, including input/output contracts, hardware requirements, and documentation links."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "0676b514",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"=== Model Info ===\n",
"Name: scgpt\n",
"Version: whole-human-2024\n",
"Tasks: ['embed', 'integrate']\n",
"Species: ['human', 'mouse']\n",
"Embedding dim: 512\n",
"Differentiator: Multi-modal transformer (RNA+ATAC+Spatial), attention-based gene interaction modeling\n",
"\n",
"=== Input Contract ===\n",
"Gene ID scheme: symbol\n",
"Gene ID notes: Uses HGNC gene symbols. Convert Ensembl IDs to symbols if needed.\n",
"Preprocessing: Normalize to 1e4 via sc.pp.normalize_total, then bin into 51 expression bins.\n",
"\n",
"=== Output Contract ===\n",
"Embedding key: obsm['X_scGPT']\n",
"Embedding dim: 512\n"
]
}
],
"source": [
"# Get detailed information about scGPT\n",
"info = ov.fm.describe_model(\"scgpt\")\n",
"\n",
"print(\"=== Model Info ===\")\n",
"print(f\"Name: {info['model']['name']}\")\n",
"print(f\"Version: {info['model']['version']}\")\n",
"print(f\"Tasks: {info['model']['tasks']}\")\n",
"print(f\"Species: {info['model']['species']}\")\n",
"print(f\"Embedding dim: {info['model']['embedding_dim']}\")\n",
"print(f\"Differentiator: {info['model']['differentiator']}\")\n",
"\n",
"print(\"\\n=== Input Contract ===\")\n",
"print(f\"Gene ID scheme: {info['input_contract']['gene_id_scheme']}\")\n",
"print(f\"Gene ID notes: {info['input_contract']['gene_id_notes']}\")\n",
"print(f\"Preprocessing: {info['input_contract']['preprocessing']}\")\n",
"\n",
"print(\"\\n=== Output Contract ===\")\n",
"print(f\"Embedding key: {info['output_contract']['embedding_key']}\")\n",
"print(f\"Embedding dim: {info['output_contract']['embedding_dim']}\")"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "80b855ac",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
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\n",
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" Model Embedding Dim Gene IDs \\\n",
"0 scgpt 512 symbol \n",
"1 geneformer 512 ensembl \n",
"2 uce 1280 symbol \n",
"3 scfoundation 512 custom \n",
"4 cellplm 512 symbol \n",
"\n",
" Species Zero-shot GPU Required \\\n",
"0 human, mouse True True \n",
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"3 human True True \n",
"4 human True True \n",
"\n",
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"0 8 \n",
"1 4 \n",
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"3 16 \n",
"4 8 "
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},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Compare multiple models side by side\n",
"models_to_compare = [\"scgpt\", \"geneformer\", \"uce\", \"scfoundation\", \"cellplm\"]\n",
"comparison = []\n",
"for name in models_to_compare:\n",
" info = ov.fm.describe_model(name)\n",
" m = info['model']\n",
" comparison.append({\n",
" 'Model': m['name'],\n",
" 'Embedding Dim': m['embedding_dim'],\n",
" 'Gene IDs': info['input_contract']['gene_id_scheme'],\n",
" 'Species': ', '.join(m['species']),\n",
" 'Zero-shot': m['zero_shot_embedding'],\n",
" 'GPU Required': m['hardware']['gpu_required'],\n",
" 'Min VRAM (GB)': m['hardware']['min_vram_gb'],\n",
" })\n",
"pd.DataFrame(comparison)"
]
},
{
"cell_type": "markdown",
"id": "5e172352",
"metadata": {
"tags": []
},
"source": [
"## Step 2: Profile Your Data\n",
"\n",
"`ov.fm.profile_data()` automatically detects your dataset's species, gene identifier scheme, modality, and checks compatibility with all registered models.\n",
"\n",
"First, let's prepare a test dataset. **Important:** Most foundation models expect raw counts (non-negative values). We use `pbmc3k()` (unprocessed) rather than `pbmc3k_processed()` which contains scaled/negative values."
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "3e42e567",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Dataset: 2700 cells x 13714 genes\n",
"Gene names (first 5): ['AL627309.1', 'AP006222.2', 'RP11-206L10.2', 'RP11-206L10.9', 'LINC00115']\n",
"X range: [0.0, 419.0]\n"
]
}
],
"source": [
"# Load example PBMC dataset (raw counts)\n",
"adata = sc.datasets.pbmc3k()\n",
"sc.pp.filter_cells(adata, min_genes=200)\n",
"sc.pp.filter_genes(adata, min_cells=3)\n",
"print(f\"Dataset: {adata.n_obs} cells x {adata.n_vars} genes\")\n",
"print(f\"Gene names (first 5): {adata.var_names[:5].tolist()}\")\n",
"print(f\"X range: [{adata.X.min():.1f}, {adata.X.max():.1f}]\")\n",
"\n",
"# Save to h5ad for ov.fm workflow\n",
"adata.write_h5ad(\"pbmc3k.h5ad\")"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "bbd51edc",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"=== Data Profile ===\n",
"Cells: 2,700\n",
"Genes: 13,714\n",
"Species: human (inferred)\n",
"Gene scheme: symbol\n",
"Modality: RNA\n",
"Has raw counts: False\n",
"Layers: []\n",
"Batch columns: []\n",
"Cell type columns: []\n"
]
}
],
"source": [
"# Profile the dataset\n",
"profile = ov.fm.profile_data(\"pbmc3k.h5ad\")\n",
"\n",
"print(\"=== Data Profile ===\")\n",
"print(f\"Cells: {profile['n_cells']:,}\")\n",
"print(f\"Genes: {profile['n_genes']:,}\")\n",
"print(f\"Species: {profile['species']}\")\n",
"print(f\"Gene scheme: {profile['gene_scheme']}\")\n",
"print(f\"Modality: {profile['modality']}\")\n",
"print(f\"Has raw counts: {profile['has_raw']}\")\n",
"print(f\"Layers: {profile['layers']}\")\n",
"print(f\"Batch columns: {profile['batch_columns']}\")\n",
"print(f\"Cell type columns: {profile['celltype_columns']}\")"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "c53bba05",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" geneformer: ['Model requires Ensembl IDs']\n",
" atacformer: [\"Modality 'RNA' not supported\"]\n",
" scplantllm: [\"Species 'human' not supported\"]\n",
"\n",
"Compatible models (19): ['scgpt', 'uce', 'scfoundation', 'scbert', 'genecompass', 'cellplm', 'nicheformer', 'scmulan', 'tgpt', 'cellfm', 'sccello', 'scprint', 'aidocell', 'pulsar', 'langcell', 'cell2sentence', 'genept', 'chatcell', 'tabula']\n"
]
}
],
"source": [
"# Check compatibility with specific models\n",
"compatible_models = []\n",
"for name, compat in profile['model_compatibility'].items():\n",
" if compat['compatible']:\n",
" compatible_models.append(name)\n",
" elif compat['issues']:\n",
" print(f\" {name}: {compat['issues']}\")\n",
"\n",
"print(f\"\\nCompatible models ({len(compatible_models)}): {compatible_models}\")"
]
},
{
"cell_type": "markdown",
"id": "7d87cb40",
"metadata": {
"tags": []
},
"source": [
"## Step 3: Automatic Model Selection\n",
"\n",
"`ov.fm.select_model()` analyzes your data and recommends the best model based on:\n",
"- Species and gene ID compatibility\n",
"- Task support and zero-shot capability\n",
"- Hardware requirements\n",
"- Adapter implementation readiness"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "ea4adb89",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"=== Recommended ===\n",
"Model: scgpt\n",
"Rationale: fully implemented adapter; matches gene symbols; supports human; zero-shot embedding (no fine-tuning needed); CPU fallback available\n",
"\n",
"=== Fallback Options ===\n",
" - cellplm: fully implemented adapter; matches gene symbols; supports human; zero-shot embedding (no fine-tuning needed); CPU fallback available\n",
" - uce: fully implemented adapter; matches gene symbols; supports human; zero-shot embedding (no fine-tuning needed)\n",
"\n",
"Preprocessing: Normalize to 1e4 via sc.pp.normalize_total, then bin into 51 expression bins.\n"
]
}
],
"source": [
"# Auto-select the best model for embedding\n",
"selection = ov.fm.select_model(\n",
" \"pbmc3k.h5ad\",\n",
" task=\"embed\",\n",
" prefer_zero_shot=True,\n",
")\n",
"\n",
"print(\"=== Recommended ===\")\n",
"print(f\"Model: {selection['recommended']['name']}\")\n",
"print(f\"Rationale: {selection['recommended']['rationale']}\")\n",
"\n",
"print(\"\\n=== Fallback Options ===\")\n",
"for fb in selection['fallbacks']:\n",
" print(f\" - {fb['name']}: {fb['rationale']}\")\n",
"\n",
"print(f\"\\nPreprocessing: {selection['preprocessing_notes']}\")"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "c7500456",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Best model for 8GB VRAM: scgpt\n",
"Rationale: fully implemented adapter; matches gene symbols; supports human; zero-shot embedding (no fine-tuning needed); CPU fallback available\n"
]
}
],
"source": [
"# Select with VRAM constraint (e.g., 8 GB GPU)\n",
"selection_8gb = ov.fm.select_model(\n",
" \"pbmc3k.h5ad\",\n",
" task=\"embed\",\n",
" max_vram_gb=8,\n",
")\n",
"print(f\"Best model for 8GB VRAM: {selection_8gb['recommended']['name']}\")\n",
"print(f\"Rationale: {selection_8gb['recommended']['rationale']}\")"
]
},
{
"cell_type": "markdown",
"id": "0634cc62",
"metadata": {
"tags": []
},
"source": [
"## Step 4: Validate Data-Model Compatibility\n",
"\n",
"Before running inference, use `ov.fm.preprocess_validate()` to check for potential issues and get auto-fix suggestions."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "5fe7fa98",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status: ready\n",
"\n",
"Diagnostics:\n",
" [info] No raw counts found. Some models require unnormalized counts in .raw or layers['counts'].\n",
"\n",
"No preprocessing needed — data is ready!\n"
]
}
],
"source": [
"# Validate data compatibility with scGPT\n",
"validation = ov.fm.preprocess_validate(\n",
" \"pbmc3k.h5ad\",\n",
" model_name=\"scgpt\",\n",
" task=\"embed\",\n",
")\n",
"\n",
"print(f\"Status: {validation['status']}\")\n",
"print(f\"\\nDiagnostics:\")\n",
"for d in validation['diagnostics']:\n",
" print(f\" [{d['severity']}] {d['message']}\")\n",
"\n",
"if validation['auto_fixes']:\n",
" print(f\"\\nSuggested fixes:\")\n",
" for fix in validation['auto_fixes']:\n",
" print(f\" - {fix}\")\n",
"else:\n",
" print(\"\\nNo preprocessing needed — data is ready!\")"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "6357081c",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Status: needs_preprocessing\n",
" [warning] Data has gene symbols but model requires Ensembl IDs\n",
" [info] No raw counts found. Some models require unnormalized counts in .raw or layers['counts'].\n"
]
}
],
"source": [
"# Validate with a model that requires Ensembl IDs (Geneformer)\n",
"validation_gf = ov.fm.preprocess_validate(\n",
" \"pbmc3k.h5ad\",\n",
" model_name=\"geneformer\",\n",
" task=\"embed\",\n",
")\n",
"\n",
"print(f\"Status: {validation_gf['status']}\")\n",
"for d in validation_gf['diagnostics']:\n",
" print(f\" [{d['severity']}] {d['message']}\")\n",
"# Note: Geneformer requires Ensembl IDs; the diagnostic will flag this\n",
"# if your data uses gene symbols"
]
},
{
"cell_type": "markdown",
"id": "39953381",
"metadata": {
"tags": []
},
"source": [
"## Step 5: Run Foundation Model Inference\n",
"\n",
"`ov.fm.run()` is the core execution function. It:\n",
"1. Validates data-model compatibility\n",
"2. Loads the model and checkpoint\n",
"3. Runs inference\n",
"4. Writes results (embeddings/annotations) back to AnnData\n",
"5. Records provenance metadata\n",
"\n",
"### 5a. Using the high-level `ov.fm.run()` API"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "6285a8d2",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Loaded vocabulary: 60,697 genes\n",
"[Loaded] Loaded model config from args.json\n",
"[ℹ️Info] Key Parameters Model Information:\n",
" embsize: 512\n",
" nheads: 8\n",
" d_hid: 512\n",
" nlayers: 12\n",
" n_layers_cls: 3\n",
"[Preprocessing] Analyzing model checkpoint for n_cls inference...\n",
"[Warning] No classifier layers found in checkpoint\n",
"[ℹ️Info] Using default n_cls=50\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Warning] Loading compatible weights only\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Compatible weights loaded: 135/163\n",
"[Warning] Some weights incompatible (28)\n",
"[ℹ️Info] Model classes: 50\n",
"[Loaded] Model ready on cuda\n",
"[Preprocessing] Filtering genes by vocabulary\n",
"[ℹ️Info] Matched 12300/13714 genes\n",
"[Loaded] Retained 12300 genes\n",
"[Loaded] Preprocessor initialized\n",
" n_bins: 51, normalize: 10000.0\n",
"[ℹ️Info] Data inspection - Mean: 2279.3, Range: [0.000, 419.000]\n",
" [ℹ️Info] Auto-detected: raw counts\n",
" [Loaded] Decision: applying normalization\n",
" [Loaded] Will apply normalization\n",
"[Preprocessing] Applying preprocessing pipeline\n",
"Normalizing total counts ...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Log1p transforming ...\n",
"Binning data ...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Preprocessing completed\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Binned data: (2700, 12300), 51 unique values\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[🔬Cells] Data Summary:\n",
" Cells: 2,700\n",
" Genes: 12,300\n",
"[Embedding] Starting get_embeddings...\n",
" cells: 2,700\n",
" genes: 12,300\n",
"[Preprocessing] Filtering genes by vocabulary\n",
"[ℹ️Info] Matched 12300/12300 genes\n",
"[Loaded] Retained 12300 genes\n",
"[ℹ️Info] Data already preprocessed, skipping\n",
"[ℹ️Info] Using existing preprocessed data\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Data shape: (2700, 12300)\n",
" Data range: [0.000, 50.000]\n",
" Gene IDs: 12300 genes mapped\n",
" [Preprocessing] Tokenizing data...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Tokenized: 2700 cells x 1200 tokens\n",
" Created dataloader: 43 batches (batch_size=64)\n",
" [Predicting] Running model inference...\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 0%| | 0/43 [00:00, ?it/s]"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Batch shape: torch.Size([64, 1200])\n",
" Padding tokens: 25405\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 5%|▍ | 2/43 [00:00<00:11, 3.51it/s]"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Embeddings: 512 dimensions\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 7%|▋ | 3/43 [00:00<00:10, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 9%|▉ | 4/43 [00:01<00:10, 3.58it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 12%|█▏ | 5/43 [00:01<00:10, 3.65it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 14%|█▍ | 6/43 [00:01<00:10, 3.66it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 16%|█▋ | 7/43 [00:01<00:09, 3.63it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 19%|█▊ | 8/43 [00:02<00:09, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 21%|██ | 9/43 [00:02<00:09, 3.59it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 23%|██▎ | 10/43 [00:02<00:09, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 26%|██▌ | 11/43 [00:03<00:08, 3.70it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 28%|██▊ | 12/43 [00:03<00:08, 3.75it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 30%|███ | 13/43 [00:03<00:08, 3.65it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 33%|███▎ | 14/43 [00:03<00:08, 3.62it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 35%|███▍ | 15/43 [00:04<00:07, 3.71it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 37%|███▋ | 16/43 [00:04<00:07, 3.71it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 40%|███▉ | 17/43 [00:04<00:07, 3.66it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 42%|████▏ | 18/43 [00:04<00:06, 3.67it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 44%|████▍ | 19/43 [00:05<00:06, 3.71it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 47%|████▋ | 20/43 [00:05<00:06, 3.75it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 49%|████▉ | 21/43 [00:05<00:05, 3.76it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 51%|█████ | 22/43 [00:06<00:05, 3.61it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 53%|█████▎ | 23/43 [00:06<00:05, 3.60it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 56%|█████▌ | 24/43 [00:06<00:05, 3.68it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 58%|█████▊ | 25/43 [00:06<00:04, 3.61it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 60%|██████ | 26/43 [00:07<00:04, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 63%|██████▎ | 27/43 [00:07<00:04, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 65%|██████▌ | 28/43 [00:07<00:04, 3.60it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 67%|██████▋ | 29/43 [00:07<00:03, 3.66it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 70%|██████▉ | 30/43 [00:08<00:03, 3.67it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 72%|███████▏ | 31/43 [00:08<00:03, 3.70it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 74%|███████▍ | 32/43 [00:08<00:02, 3.71it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 77%|███████▋ | 33/43 [00:09<00:02, 3.68it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 79%|███████▉ | 34/43 [00:09<00:02, 3.54it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 81%|████████▏ | 35/43 [00:09<00:02, 3.57it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 84%|████████▎ | 36/43 [00:09<00:01, 3.57it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 86%|████████▌ | 37/43 [00:10<00:01, 3.62it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 88%|████████▊ | 38/43 [00:10<00:01, 3.62it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 91%|█████████ | 39/43 [00:10<00:01, 3.64it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 93%|█████████▎| 40/43 [00:10<00:00, 3.65it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 95%|█████████▌| 41/43 [00:11<00:00, 3.72it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 98%|█████████▊| 42/43 [00:11<00:00, 3.69it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 100%|██████████| 43/43 [00:11<00:00, 3.62it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" "
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Predictions: 1 classes for 2,700 cells\n",
" [Warning] All cells predicted as class 46\n",
" [ℹ️Info] Logits analysis: mean=0.032, std=0.594\n",
" [ℹ️Info] Dominant class: 46\n",
" Extracted embeddings: (2700, 512)\n",
"[✅Complete] get_embeddings completed successfully!\n",
"[✅Complete] Results summary:\n",
" embedding_shape: (2700, 512)\n",
" embedding_dim: 512\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"{'status': 'success', 'output_path': 'pbmc3k_scgpt.h5ad', 'output_keys': ['X_scGPT'], 'n_cells': 2700, 'device': 'cuda'}\n"
]
}
],
"source": [
"# Run scGPT embedding\n",
"result = ov.fm.run(\n",
" task=\"embed\",\n",
" model_name=\"scgpt\",\n",
" adata_path=\"pbmc3k.h5ad\",\n",
" output_path=\"pbmc3k_scgpt.h5ad\",\n",
" device=\"auto\", # auto-detect GPU/CPU\n",
" batch_size=64,\n",
")\n",
"print(result)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "16e3367c",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Embedding key: X_scGPT\n",
"Embedding shape: (2700, 512)\n"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 296,
"width": 325
}
},
"output_type": "display_data"
}
],
"source": [
"# Load results and visualize\n",
"adata_scgpt = sc.read_h5ad(\"pbmc3k_scgpt.h5ad\")\n",
"print(f\"Embedding key: X_scGPT\")\n",
"print(f\"Embedding shape: {adata_scgpt.obsm['X_scGPT'].shape}\")\n",
"\n",
"# Compute UMAP from scGPT embeddings\n",
"sc.pp.neighbors(adata_scgpt, use_rep='X_scGPT')\n",
"sc.tl.umap(adata_scgpt)\n",
"\n",
"# Cluster for visualization\n",
"sc.tl.leiden(adata_scgpt, resolution=0.5)\n",
"sc.pl.umap(adata_scgpt, color=['leiden'], title='scGPT Embedding (PBMC 3k)')"
]
},
{
"cell_type": "markdown",
"id": "32a6350b",
"metadata": {
"tags": []
},
"source": [
"### 5b. Using the low-level `ov.llm.SCLLMManager` API\n",
"\n",
"For more fine-grained control (fine-tuning, cell type annotation, custom preprocessing), you can use the model-specific `SCLLMManager` interface directly."
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "69258567",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"See ov.llm.SCLLMManager documentation for low-level API usage.\n"
]
}
],
"source": [
"# Low-level API: direct model access via ov.llm.SCLLMManager\n",
"# This gives you finer-grained control over the model pipeline.\n",
"#\n",
"# manager = ov.llm.SCLLMManager(\n",
"# model_type=\"scgpt\",\n",
"# model_path=\"path/to/scgpt/checkpoint\",\n",
"# )\n",
"#\n",
"# # Get embeddings with full control\n",
"# adata = sc.read_h5ad(\"pbmc3k.h5ad\")\n",
"# embeddings = manager.get_embeddings(adata, batch_size=64)\n",
"# adata.obsm['X_scGPT'] = embeddings\n",
"#\n",
"# # Fine-tune on reference data\n",
"# ref_adata = adata[adata.obs['celltype'].isin(['CD4 T', 'CD8 T', 'B'])]\n",
"# manager.fine_tune(train_adata=ref_adata, task=\"annotation\", epochs=5)\n",
"#\n",
"# # Predict cell types\n",
"# predictions = manager.predict_celltypes(adata)\n",
"\n",
"print(\"See ov.llm.SCLLMManager documentation for low-level API usage.\")"
]
},
{
"cell_type": "markdown",
"id": "882d14ad",
"metadata": {
"tags": []
},
"source": [
"## Step 6: Interpret Results\n",
"\n",
"`ov.fm.interpret_results()` generates QA metrics for model outputs, including embedding dimensionality, silhouette scores, and provenance tracking."
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "f6e9817e",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"=== QA Metrics ===\n",
"Cells: 2,700\n",
"Genes: 12,300\n",
"\n",
"Embedding 'X_scGPT':\n",
" Dimensions: 512\n",
" Cells: 2700\n"
]
}
],
"source": [
"# Interpret results from the scGPT run\n",
"interpretation = ov.fm.interpret_results(\n",
" \"pbmc3k_scgpt.h5ad\",\n",
" task=\"embed\",\n",
")\n",
"\n",
"print(\"=== QA Metrics ===\")\n",
"print(f\"Cells: {interpretation['metrics']['n_cells']:,}\")\n",
"print(f\"Genes: {interpretation['metrics']['n_genes']:,}\")\n",
"\n",
"if 'embeddings' in interpretation['metrics']:\n",
" for key, info in interpretation['metrics']['embeddings'].items():\n",
" print(f\"\\nEmbedding '{key}':\")\n",
" print(f\" Dimensions: {info['dim']}\")\n",
" print(f\" Cells: {info['n_cells']}\")\n",
" if 'silhouette' in info:\n",
" print(f\" Silhouette score: {info['silhouette']:.4f}\")\n",
"\n",
"if 'provenance' in interpretation['metrics']:\n",
" print(f\"\\nProvenance: {interpretation['metrics']['provenance']}\")"
]
},
{
"cell_type": "markdown",
"id": "10e96c7a",
"metadata": {
"tags": []
},
"source": [
"## Multi-Model Comparison\n",
"\n",
"One of the key strengths of `ov.fm` is the ability to run multiple models on the same dataset and compare results. The example below demonstrates this with models that have adapters installed. Models that are not installed will return a graceful error message instead of crashing.\n",
"\n",
"> **Note:** Each model requires its own dependencies and checkpoints. Install models following their respective documentation before running."
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "7ff3dbde",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"==================================================\n",
"Running scgpt...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Loaded vocabulary: 60,697 genes\n",
"[Loaded] Loaded model config from args.json\n",
"[ℹ️Info] Key Parameters Model Information:\n",
" embsize: 512\n",
" nheads: 8\n",
" d_hid: 512\n",
" nlayers: 12\n",
" n_layers_cls: 3\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Preprocessing] Analyzing model checkpoint for n_cls inference...\n",
"[Warning] No classifier layers found in checkpoint\n",
"[ℹ️Info] Using default n_cls=50\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Warning] Loading compatible weights only\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Compatible weights loaded: 135/163\n",
"[Warning] Some weights incompatible (28)\n",
"[ℹ️Info] Model classes: 50\n",
"[Loaded] Model ready on cuda\n",
"[Preprocessing] Filtering genes by vocabulary\n",
"[ℹ️Info] Matched 12300/13714 genes\n",
"[Loaded] Retained 12300 genes\n",
"[Loaded] Preprocessor initialized\n",
" n_bins: 51, normalize: 10000.0\n",
"[ℹ️Info] Data inspection - Mean: 2279.3, Range: [0.000, 419.000]\n",
" [ℹ️Info] Auto-detected: raw counts\n",
" [Loaded] Decision: applying normalization\n",
" [Loaded] Will apply normalization\n",
"[Preprocessing] Applying preprocessing pipeline\n",
"Normalizing total counts ...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Log1p transforming ...\n",
"Binning data ...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Preprocessing completed\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Binned data: (2700, 12300), 51 unique values\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[🔬Cells] Data Summary:\n",
" Cells: 2,700\n",
" Genes: 12,300\n",
"[Embedding] Starting get_embeddings...\n",
" cells: 2,700\n",
" genes: 12,300\n",
"[Preprocessing] Filtering genes by vocabulary\n",
"[ℹ️Info] Matched 12300/12300 genes\n",
"[Loaded] Retained 12300 genes\n",
"[ℹ️Info] Data already preprocessed, skipping\n",
"[ℹ️Info] Using existing preprocessed data\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Data shape: (2700, 12300)\n",
" Data range: [0.000, 50.000]\n",
" Gene IDs: 12300 genes mapped\n",
" [Preprocessing] Tokenizing data...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Tokenized: 2700 cells x 1200 tokens\n",
" Created dataloader: 43 batches (batch_size=64)\n",
" [Predicting] Running model inference...\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"[scGPT] Prediction batches: 0%| | 0/43 [00:00, ?it/s]"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Batch shape: torch.Size([64, 1200])\n",
" Padding tokens: 25405\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
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]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Embeddings: 512 dimensions\n"
]
},
{
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"\r",
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]
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"\r",
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]
},
{
"name": "stderr",
"output_type": "stream",
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"\r",
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]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" "
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Predictions: 1 classes for 2,700 cells\n",
" [Warning] All cells predicted as class 46\n",
" [ℹ️Info] Logits analysis: mean=0.032, std=0.594\n",
" [ℹ️Info] Dominant class: 46\n",
" Extracted embeddings: (2700, 512)\n",
"[✅Complete] get_embeddings completed successfully!\n",
"[✅Complete] Results summary:\n",
" embedding_shape: (2700, 512)\n",
" embedding_dim: 512\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Status: success\n",
" Output: ['X_scGPT']\n",
"\n",
"==================================================\n",
"Running geneformer...\n",
"[Loaded] Geneformer model initialized (version: V1)\n",
"[Loading] Loading Geneformer model\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] Tokenizer initialized with external dictionary files\n",
"[Loaded] Geneformer model loaded successfully\n",
"[🔬Cells] Data Summary:\n",
" Cells: 2,700\n",
" Genes: 13,714\n",
"[Embedding] Starting get_embeddings...\n",
" cells: 2,700\n",
" genes: 13,714\n",
"[Preprocessing] Preprocessing data for Geneformer...\n",
"[Loaded] Normalized total counts\n",
"[Preprocessing] Preprocessing completed: 2700 cells × 13714 genes\n",
"[Predicting] Extracting cell embeddings with Geneformer...\n",
"[Preprocessing] Converting data to Geneformer format\n",
" [Preprocessing] Preparing data for Geneformer tokenization\n",
" [Preprocessing] Adding ensembl_id column to adata.var\n",
" [Warning] Using gene symbols as ensembl_id (may cause filtering)\n",
" [ℹ️Info] Geneformer works best with Ensembl gene IDs\n",
" [ℹ️Info] Gene mapping analysis:\n",
" [Preprocessing] Proactive gene symbol mapping...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" [Loaded] Successfully mapped 12337 genes to Ensembl IDs\n",
" [Warning] Adding n_counts column to adata.obs...\n",
" ✓ Added n_counts: mean=9930.5, std=29.1\n",
" [Preprocessing] Adding cell_barcode column to preserve cell identity...\n",
" ✓ Added cell_barcode column with 2700 barcodes\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Preprocessing] Tokenizing data for Geneformer\n",
" [Preprocessing] Attempting real Geneformer tokenization...\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"/tmp/tmpbnndlcmi/input/temp_data.h5ad has no column attribute 'filter_pass'; tokenizing all cells.\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" [Loaded] Tokenized 2700 cells\n",
"Creating dataset.\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17aaf20>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17aaf20>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a9c60>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a9cb0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/pickle.py\", line 1008, in _batch_setitems\n",
" tmp = list(islice(it, self._BATCHSIZE))\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17abd30>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a8310>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a8860>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17aa6b0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a9cb0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/pickle.py\", line 1008, in _batch_setitems\n",
" tmp = list(islice(it, self._BATCHSIZE))\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a8310>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a9c60>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a9f80>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee2a0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee980>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbec4a0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee520>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee980>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/pickle.py\", line 1008, in _batch_setitems\n",
" tmp = list(islice(it, self._BATCHSIZE))\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee1ab2160>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee2a0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee2a0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 131, in \n",
" return any((c.__module__, c.__name__) == ('numpy', 'ufunc') for c in obj_type.__mro__)\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee1ab2160>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/dill/_dill.py\", line 375, in save\n",
" def save(self, obj, save_persistent_id=True):\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefbee700>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee1ab2160>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a93f0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17a81d0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17aa520>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee17ab650>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee152b2e0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee152a660>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee152be70>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783ee152b1f0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Exception ignored in: <_io.BytesIO object at 0x783eefe294e0>\n",
"Traceback (most recent call last):\n",
" File \"/home/kblueleaf/micromamba/lib/python3.13/site-packages/torch/nn/modules/module.py\", line 515, in __init__\n",
" super().__setattr__(\"_forward_pre_hooks\", OrderedDict())\n",
"BufferError: Existing exports of data: object cannot be re-sized\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Training] Extracting embeddings...\n",
" [Loaded] Using all 2700 cells (preserving order)\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Some weights of BertForSequenceClassification were not initialized from the model checkpoint at /home/kblueleaf/.cache/omicverse/models/geneformer and are newly initialized: ['bert.pooler.dense.bias', 'bert.pooler.dense.weight', 'classifier.bias', 'classifier.weight']\n",
"You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n"
]
},
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "d3b154fffde74115868983e3647cc4c6",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
" 0%| | 0/14 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" Status: Execution failed: Embedding extraction failed: CUDA out of memory. Tried to allocate 2.47 GiB. GPU 0 has a total capacity of 15.77 GiB of which 687.00 MiB is free. Process 3532911 has 1.49 GiB memory in use. Process 3551867 has 1.49 GiB memory in use. Including non-PyTorch memory, this process has 12.11 GiB memory in use. Of the allocated memory 9.90 GiB is allocated by PyTorch, and 1.84 GiB is reserved by PyTorch but unallocated. If reserved but unallocated memory is large try setting PYTORCH_ALLOC_CONF=expandable_segments:True to avoid fragmentation. See documentation for Memory Management (https://pytorch.org/docs/stable/notes/cuda.html#environment-variables)\n",
"\n",
"==================================================\n",
"Running uce...\n",
"[Loaded] UCE model initialized\n",
"[Loading] Loading UCE model and assets\n",
"[Loading] === UCE Asset Files Validation ===\n",
"[Loaded] ✓ Model weights: /home/kblueleaf/.cache/omicverse/models/uce/4layer_model.torch\n",
"[Loaded] ✓ Token embeddings: /home/kblueleaf/.cache/omicverse/models/uce/token_to_pos.torch\n",
"[Loaded] ✓ Species chromosome mapping: /home/kblueleaf/.cache/omicverse/models/uce/species_chrom.csv\n",
"[Loaded] ✓ Species offsets: /home/kblueleaf/.cache/omicverse/models/uce/species_offsets.pkl\n",
"[Loaded] ✓ Protein embeddings directory: /home/kblueleaf/.cache/omicverse/models/uce/protein_embeddings\n",
"[Loaded] ✓ Found protein embedding: Homo_sapiens.GRCh38.gene_symbol_to_embedding_ESM2.pt\n",
"[Loaded] ✓ Found protein embedding: Mus_musculus.GRCm39.gene_symbol_to_embedding_ESM2.pt\n",
"[Loading] === UCE Configuration ===\n",
"[Loaded] • Species: human\n",
"[Loaded] • Batch size: 25\n",
"[Loaded] • Model layers: 4\n",
"[Loaded] • Output dimension: 1280\n",
"[Loaded] • Token dimension: 5120\n",
"[Loaded] • Hidden dimension: 5120\n",
"[Loading] === UCE Configuration ===\n",
"[Loaded] ✓ Protein embeddings directory: /home/kblueleaf/.cache/omicverse/models/uce/protein_embeddings\n",
"[Loaded] ✓ Created new_species CSV: /tmp/new_species_protein_embeddings.csv\n",
"[Loaded] ✓ Found existing new_species CSV: /home/kblueleaf/.cache/omicverse/models/uce/new_species_protein_embeddings.csv\n",
"[Loaded] ✓ UCE configuration completed successfully\n",
"[Loading] Initializing UCE TransformerModel for fine-tuning\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Loaded] UCE TransformerModel initialized successfully\n",
"[Loaded] UCE model loaded successfully\n",
"[Embedding] Extracting cell embeddings using UCE\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Embedding] Processing data in memory\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Embedding] UCE model loaded and ready for inference\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Embedding] Creating UCE dataset in memory\n"
]
},
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "cd6312ae8fa2456888247e6f300c3abd",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"UCE inference: 0%| | 0/108 [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[Embedding] Extracted embeddings: (2700, 1280)\n",
" Status: success\n",
" Output: ['X_uce']\n"
]
}
],
"source": [
"# Run multiple models on the same dataset\n",
"# Only models with installed adapters will succeed; others return graceful errors\n",
"models_to_run = [\"scgpt\", \"geneformer\", \"uce\"]\n",
"results = {}\n",
"\n",
"for model_name in models_to_run:\n",
" print(f\"\\n{'='*50}\")\n",
" print(f\"Running {model_name}...\")\n",
" result = ov.fm.run(\n",
" task=\"embed\",\n",
" model_name=model_name,\n",
" adata_path=\"pbmc3k.h5ad\",\n",
" output_path=f\"pbmc3k_{model_name}.h5ad\",\n",
" device=\"auto\",\n",
" )\n",
" results[model_name] = result\n",
" if 'error' in result:\n",
" print(f\" Status: {result['error']}\")\n",
" else:\n",
" print(f\" Status: {result.get('status', 'unknown')}\")\n",
" print(f\" Output: {result.get('output_keys', [])}\")"
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "d1c23890",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 381,
"width": 941
}
},
"output_type": "display_data"
}
],
"source": [
"# Compare embeddings visually (only for successfully run models)\n",
"import matplotlib.pyplot as plt\n",
"import os\n",
"\n",
"successful_models = [m for m in models_to_run if os.path.exists(f\"pbmc3k_{m}.h5ad\") and 'error' not in results.get(m, {})]\n",
"\n",
"if successful_models:\n",
" fig, axes = plt.subplots(1, len(successful_models), figsize=(6*len(successful_models), 5))\n",
" if len(successful_models) == 1:\n",
" axes = [axes]\n",
"\n",
" for i, model_name in enumerate(successful_models):\n",
" adata_m = sc.read_h5ad(f\"pbmc3k_{model_name}.h5ad\")\n",
" info = ov.fm.describe_model(model_name)\n",
" emb_key = info['output_contract']['embedding_key'].split(\"'\")[1]\n",
" \n",
" sc.pp.neighbors(adata_m, use_rep=emb_key)\n",
" sc.tl.umap(adata_m)\n",
" sc.tl.leiden(adata_m, resolution=0.5)\n",
" sc.pl.umap(adata_m, color='leiden', ax=axes[i], \n",
" title=f\"{model_name} ({adata_m.obsm[emb_key].shape[1]}d)\",\n",
" show=False)\n",
"\n",
" plt.tight_layout()\n",
" plt.show()\n",
"else:\n",
" print(\"No models completed successfully for comparison.\")"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "0c494b73",
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" \n",
" Model \n",
" Embedding Dim \n",
" Silhouette Score \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
" scgpt \n",
" 512 \n",
" 0.1540 \n",
" \n",
" \n",
" 1 \n",
" uce \n",
" 1280 \n",
" 0.1691 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Model Embedding Dim Silhouette Score\n",
"0 scgpt 512 0.1540\n",
"1 uce 1280 0.1691"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Quantitative comparison: silhouette scores\n",
"from sklearn.metrics import silhouette_score\n",
"\n",
"comparison_results = []\n",
"for model_name in successful_models:\n",
" adata_m = sc.read_h5ad(f\"pbmc3k_{model_name}.h5ad\")\n",
" info = ov.fm.describe_model(model_name)\n",
" emb_key = info['output_contract']['embedding_key'].split(\"'\")[1]\n",
" emb = adata_m.obsm[emb_key]\n",
" \n",
" # Use leiden clusters for silhouette score\n",
" if 'leiden' not in adata_m.obs:\n",
" sc.pp.neighbors(adata_m, use_rep=emb_key)\n",
" sc.tl.leiden(adata_m, resolution=0.5)\n",
" \n",
" sil = silhouette_score(emb, adata_m.obs['leiden'])\n",
" comparison_results.append({\n",
" 'Model': model_name,\n",
" 'Embedding Dim': emb.shape[1],\n",
" 'Silhouette Score': round(sil, 4),\n",
" })\n",
"\n",
"pd.DataFrame(comparison_results)"
]
},
{
"cell_type": "markdown",
"id": "9f1fd1e7",
"metadata": {
"tags": []
},
"source": [
"## Advanced: Custom Checkpoint Paths\n",
"\n",
"By default, `ov.fm` looks for checkpoints in `~/.cache/omicverse/models//`. You can override this via:\n",
"- The `checkpoint_dir` parameter in `ov.fm.run()`\n",
"- Environment variables: `OV_FM_CHECKPOINT_DIR_SCGPT`, `OV_FM_CHECKPOINT_DIR_GENEFORMER`, etc.\n",
"- A global base directory: `OV_FM_CHECKPOINT_DIR` with model-named subfolders"
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "fdb22f30",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Adjust checkpoint_dir to your local path before running.\n"
]
}
],
"source": [
"# Using a custom checkpoint directory (example - adjust path for your setup)\n",
"# result = ov.fm.run(\n",
"# task=\"embed\",\n",
"# model_name=\"scgpt\",\n",
"# adata_path=\"pbmc3k.h5ad\",\n",
"# output_path=\"pbmc3k_scgpt_custom.h5ad\",\n",
"# checkpoint_dir=\"/path/to/my/scgpt/checkpoint\",\n",
"# )\n",
"print(\"Adjust checkpoint_dir to your local path before running.\")"
]
},
{
"cell_type": "markdown",
"id": "86c91507",
"metadata": {
"tags": []
},
"source": [
"## Advanced: Conda Subprocess Isolation\n",
"\n",
"Some models have conflicting dependencies. `ov.fm` supports running models in isolated conda environments via subprocess. If a conda env named `scfm-` exists (e.g., `scfm-scgpt`), `ov.fm.run()` will automatically use it.\n",
"\n",
"```bash\n",
"# Create an isolated environment for a model\n",
"conda create -n scfm-scgpt python=3.10\n",
"conda activate scfm-scgpt\n",
"pip install omicverse scgpt\n",
"```\n",
"\n",
"To disable conda subprocess execution:\n",
"```python\n",
"import os\n",
"os.environ['OV_FM_DISABLE_CONDA_SUBPROCESS'] = '1'\n",
"```"
]
},
{
"cell_type": "markdown",
"id": "3491412f",
"metadata": {
"tags": []
},
"source": [
"## Advanced: Plugin System\n",
"\n",
"You can register custom models with `ov.fm` via the plugin system.\n",
"\n",
"### Entry-point plugins (pip packages)\n",
"\n",
"In your package's `pyproject.toml`:\n",
"```toml\n",
"[project.entry-points.\"omicverse.fm\"]\n",
"my_model = \"my_package.fm_plugin:register\"\n",
"```\n",
"\n",
"### Local plugins\n",
"\n",
"Place a Python file in `~/.omicverse/plugins/fm/`:"
]
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"text": [
"Registered custom models: ['my_custom_model']\n"
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"source": [
"# Example: registering a custom model plugin\n",
"from omicverse.fm.registry import ModelSpec, TaskType, Modality, SkillReadyStatus, OutputKeys\n",
"\n",
"# Define model spec\n",
"my_spec = ModelSpec(\n",
" name=\"my_custom_model\",\n",
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" tasks=[TaskType.EMBED],\n",
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" output_keys=OutputKeys(embedding_key=\"X_my_model\"),\n",
" embedding_dim=256,\n",
")\n",
"\n",
"# Register it\n",
"registry = ov.fm.get_registry()\n",
"registry.register(my_spec, source=\"user\")\n",
"\n",
"# Now it appears in list_models\n",
"custom = [m['name'] for m in ov.fm.list_models()['models'] if 'custom' in m['name']]\n",
"print(f\"Registered custom models: {custom}\")"
]
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"source": [
"## Model Quick Reference\n",
"\n",
"| Model | Dim | Gene IDs | Species | Key Strength |\n",
"|-------|-----|----------|---------|-------------|\n",
"| **scGPT** | 512 | Symbol | human, mouse | Multi-modal (RNA+ATAC+Spatial), attention maps |\n",
"| **Geneformer** | 512 | Ensembl | human | CPU-capable, rank-value encoding, network biology |\n",
"| **UCE** | 1280 | Symbol | 7 species | Broadest species support, protein structure embeddings |\n",
"| **scFoundation** | 512 | Custom | human | Perturbation/drug response, xTrimoGene architecture |\n",
"| **CellPLM** | 512 | Symbol | human | Fastest inference, cell-centric (not gene-centric) |\n",
"| **scBERT** | 200 | Symbol | human | Lightest model, 200-dim compact embeddings |\n",
"| **Nicheformer** | 512 | Symbol | human, mouse | Spatial-aware, niche modeling |\n",
"| **scMulan** | 512 | Symbol | human | Native multi-omics (RNA+ATAC+Protein) |\n",
"\n",
"For the full list of 22 models, run `ov.fm.list_models()`."
]
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"## API Reference Summary\n",
"\n",
"| Function | Purpose |\n",
"|----------|--------|\n",
"| `ov.fm.list_models(task=)` | Browse available models, filter by task |\n",
"| `ov.fm.describe_model(name)` | Get full model spec and I/O contract |\n",
"| `ov.fm.profile_data(path)` | Auto-detect species, gene scheme, modality |\n",
"| `ov.fm.select_model(path, task=)` | Recommend best model for your data |\n",
"| `ov.fm.preprocess_validate(path, model, task)` | Check compatibility, get fix suggestions |\n",
"| `ov.fm.run(task=, model_name=, adata_path=)` | Execute inference |\n",
"| `ov.fm.interpret_results(path, task=)` | Generate QA metrics and visualizations |"
]
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