{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Recover Transcriptomic Velocity in *C. elegans* Embryogenesis\n", "\n", "CellDyc is applied to the AB lineage of C. elegans embryos (See details [here](datasets.rst#celldyc.datasets.core.celegans)), where scRNA-seq profiles are mapped onto the invariant lineage tree and aligned with a high-resolution whole-embryo RNA-seq time series to estimate precise embryo time for individual cells. Each cell in the dataset represents a node on the lineage tree." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Import Packages" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import scanpy as sc\n", "import matplotlib.pyplot as plt\n", "import celldyc as cdc\n", "from matplotlib.colors import Normalize\n", "import matplotlib.cm as cm" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load the Data\n", "The analysis is based on in-built curated *C. elegans* AB lineage data. To run CellDyc analysis on your own data, read your file to an AnnData object with `adata = sc.read('path/file.h5ad')`.\n", "\n", "This dataset contains cells from three time points (300, 400, and 500 minutes post-fertilization), each with precise embryo time annotations." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 333 × 20222\n", " obs: 'orig.ident', 'nCount_RNA', 'nFeature_RNA', 'cell', 'n.umi', 'time.point', 'batch', 'Size_Factor', 'cell.type', 'cell.subtype', 'plot.cell.type', 'raw.embryo.time', 'embryo.time', 'embryo.time.bin', 'raw.embryo.time.bin', 'lineage', 'passed_initial_QC_or_later_whitelisted', 'cell_generation'\n", " var: 'features', 'genes'\n", " uns: 'time.point_colors'\n", " obsm: 'X_umap'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Load the curated C. elegans AB lineage \n", "adata = cdc.datasets.celegans()\n", "adata" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, we visualize the existing temporal annotations on the UMAP embedding. \n", "- Left Panel: Continuous \"embryo time\" as ground-truth reference.\n", "- Right Panel: Discrete experimental sampling time points as training labels for CellDyc." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(1, 2, figsize=(12, 5))\n", "\n", "# Plot continuous embryo time\n", "sc.pl.umap(adata, color=\"embryo.time\", cmap=\"YlGnBu\",\n", " title=\"Embryo time\", ax=axs[0], show=False)\n", "axs[0].collections[0].colorbar.remove()\n", "\n", "# Create custom colorbar for embryo time\n", "norm = Normalize(vmin=adata.obs[\"embryo.time\"].min(),\n", " vmax=adata.obs[\"embryo.time\"].max())\n", "sm = cm.ScalarMappable(norm=norm, cmap=\"YlGnBu\")\n", "sm.set_array([])\n", "cbar = fig.colorbar(sm, ax=axs[0], orientation=\"vertical\",\n", " fraction=0.03, pad=0.02, aspect=10, shrink=0.7,\n", " ticks=[t_min:=(v:=adata.obs[\"embryo.time\"]).min(),\n", " (v.min()+v.max())/2,v.max()])\n", "\n", "# Plot discrete sampling times\n", "sc.pl.umap(adata, color=\"time.point\",\n", " palette=[\"#e41a1c\", \"#377eb8\", \"#4daf4a\"],\n", " title=\"Sampling time points\", ax=axs[1], show=False)\n", "\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Preprocess the Data\n", "Before applying CellDyc, the data undergoes standard preprocessing. The function `cdc.tl.preprocess` performs filtering, normalization, highly variable gene selection, PCA, and neighborhood graph construction.\n", "\n", "Specifically, `cdc.tl.preprocess(adata, n_neighbors=40, n_pcs=20)` executes:\n", "1. Filter genes detected in fewer than 10 cells\n", "2. Normalize total counts per cell\n", "3. Apply log1p transformation\n", "4. Select top highly variable genes\n", "5. Perform PCA dimensionality reduction\n", "6. Construct k-nearest neighbor graph\n", " \n", "which essentially runs the following:\n", "1. *sc.pp.filter_genes(adata, min_cells=10)*\n", "2. *sc.pp.normalize_total(adata, target_sum=1e4)*\n", "3. *sc.pp.log1p(adata)*\n", "4. *sc.pp.highly_variable_genes(adata, n_top_genes=2000)*\n", "5. *adata = adata[:, adata.var.highly_variable].copy()*\n", "6. *sc.tl.pca(adata, svd_solver=\"arpack\")*\n", "7. *sc.pp.neighbors(adata, n_neighbors=40, n_pcs=20)*" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 333 × 2000\n", " obs: 'orig.ident', 'nCount_RNA', 'nFeature_RNA', 'cell', 'n.umi', 'time.point', 'batch', 'Size_Factor', 'cell.type', 'cell.subtype', 'plot.cell.type', 'raw.embryo.time', 'embryo.time', 'embryo.time.bin', 'raw.embryo.time.bin', 'lineage', 'passed_initial_QC_or_later_whitelisted', 'cell_generation'\n", " var: 'features', 'genes', 'n_cells', 'highly_variable', 'means', 'dispersions', 'dispersions_norm'\n", " uns: 'time.point_colors', 'log1p', 'hvg', 'pca', 'neighbors'\n", " obsm: 'X_umap', 'X_pca'\n", " varm: 'PCs'\n", " obsp: 'distances', 'connectivities'" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "adata = cdc.tl.preprocess(adata, n_neighbors=40, n_pcs=20)\n", "adata" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We transform descriptive time point strings into numerical format." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "cat_map = {'300_minutes': 300,\n", " '400_minutes': 400,\n", " '500_minutes': 500}\n", "adata.obs['numerical_time'] = adata.obs['time.point'].map(cat_map).astype('category')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Estimation of Transcriptomic Velocity\n", "Transcriptomic velocity represent the transcriptome-wide time derivative of gene expression within individual cells. These velocities are learned through semi-supervised training using actual time points as supervisory labels. The time_key argument specifies which actual time points serve as training labels, while the time_weight parameter controls the relative weighting of the two loss components in the dual-loss training architecture. By default, predicted velocities are stored in **adata.layers['velocity']**." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Training with early stop (max_epochs=500, patience=40)\n", "epoch 1:loss=0.886128,trend_loss=0.878601,time_loss=0.752603\n", "epoch 51:loss=0.200148,trend_loss=0.199435,time_loss=0.071356\n", "epoch 101:loss=0.121064,trend_loss=0.120555,time_loss=0.050872\n", "epoch 151:loss=0.105269,trend_loss=0.104800,time_loss=0.046911\n", "epoch 201:loss=0.093951,trend_loss=0.093566,time_loss=0.038456\n", "epoch 251:loss=0.089584,trend_loss=0.089295,time_loss=0.028932\n", "Early stopping at epoch 280\n" ] }, { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 333 × 2000\n", " obs: 'orig.ident', 'nCount_RNA', 'nFeature_RNA', 'cell', 'n.umi', 'time.point', 'batch', 'Size_Factor', 'cell.type', 'cell.subtype', 'plot.cell.type', 'raw.embryo.time', 'embryo.time', 'embryo.time.bin', 'raw.embryo.time.bin', 'lineage', 'passed_initial_QC_or_later_whitelisted', 'cell_generation', 'numerical_time', 'getime'\n", " var: 'features', 'genes', 'n_cells', 'highly_variable', 'means', 'dispersions', 'dispersions_norm', 'getime_weights'\n", " uns: 'time.point_colors', 'log1p', 'hvg', 'pca', 'neighbors'\n", " obsm: 'X_umap', 'X_pca'\n", " varm: 'PCs'\n", " layers: 'velocity'\n", " obsp: 'distances', 'connectivities'" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cdc.tl.recover_dyc(adata, time_key=\"numerical_time\", time_weight=0.01)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Projection of Velocities\n", "The velocities are then projected onto the embedding specified by the basis and colored according to the color. In this dataset, we use embryo time as the ground-truth temporal reference for coloring the embedding. The **plot_velocity_projection** function serves as a wrapper that encapsulates calls to scVelo's velocity_graph and velocity_embedding_stream functions." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e948ec7740e744f2a79eb34c6c0d873f", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/333 [00:00" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "computing velocity embedding\n", "finished.\n" ] } ], "source": [ "cdc.pl.plot_velocity_projection(adata, color='embryo.time', size=400, cmap='YlGnBu',\n", " alpha=1,title=\"CellDyc\",figsize=(7,6),colorbar=False)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Estimation of Time Representation\n", "The inferred gene-embedded time aligns with the provided sampling times. By default, predicted time values are stored in **adata.obs['getime']**." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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