{
"cells": [
{
"cell_type": "markdown",
"id": "1c648a7c",
"metadata": {},
"source": [
"# Conditional Diffusion Method\n",
"\n",
"This notebook implements a thesis-specific **conditional diffusion model** for single-gene perturbation prediction on single-cell RNA-seq data.\n",
"\n",
"Core idea:\n",
"\n",
"1. Encode control and perturbed cells into a latent space.\n",
"2. Build pseudo paired endpoints with mini-batch optimal transport.\n",
"3. Train a perturbation-conditioned denoiser to reverse a diffusion process on perturbed latent states.\n",
"4. Decode the sampled latent state back to expression space.\n",
"\n",
"This gives a distributional perturbation model parallel to the flow-matching notebook, but with a diffusion-based generative mechanism.\n"
]
},
{
"cell_type": "markdown",
"id": "54e1b660",
"metadata": {},
"source": [
"## Method Summary\n",
"\n",
"Let `x_ctrl` be a control-cell expression vector and let `p` be a single-gene perturbation.\n",
"\n",
"The model uses:\n",
"\n",
"- an encoder `E` to map cells into a latent state `z`\n",
"- a condition encoder for perturbation gene and batch context\n",
"- a denoiser `eps_theta(z_t, t, z_ctrl, h)` trained in DDPM style\n",
"- a decoder `D` to map generated latent states back to expression space\n",
"\n",
"Training target:\n",
"\n",
"- learn to denoise noisy perturbed latent states conditioned on the matched control latent state\n",
"\n",
"Inference:\n",
"\n",
"- start from Gaussian noise\n",
"- reverse diffuse to a perturbation latent state conditioned on the control cell and perturbation\n",
"- decode to gene expression\n"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "fbe26970",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Project root: /root/final\n",
"Input h5ad: /root/final/data/processed/scPerturb/prediction_ready/replogle_k562_essential_single_gene_prediction_ready_full.h5ad\n",
"Output dir: /root/final/baseline/outputs/conditional_diffusion_method\n",
"Device: cuda\n"
]
}
],
"source": [
"from pathlib import Path\n",
"from copy import deepcopy\n",
"import json\n",
"import math\n",
"import random\n",
"\n",
"import anndata as ad\n",
"import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"import scipy.sparse as sp\n",
"import torch\n",
"import torch.nn as nn\n",
"import torch.nn.functional as F\n",
"\n",
"\n",
"def find_project_root(start: Path | None = None) -> Path:\n",
" start = (start or Path.cwd()).resolve()\n",
" for path in [start, *start.parents]:\n",
" if (path / \"src\" / \"data\").exists() and (path / \"baseline\").exists():\n",
" return path\n",
" return start\n",
"\n",
"\n",
"PROJECT_ROOT = find_project_root()\n",
"DATASET_NAME = \"ReplogleWeissman2022_K562_essential\"\n",
"METHOD_NAME = \"conditional_diffusion_method\"\n",
"RANDOM_SEED = 42\n",
"\n",
"SPLIT_STRATEGY = \"seen_cell_split\" # choices: \"seen_cell_split\", \"use_existing\"\n",
"TRAIN_FRAC = 0.80\n",
"VAL_FRAC = 0.10\n",
"EVAL_SPLIT = \"test\"\n",
"CONTROL_SPLIT = \"train\"\n",
"TRAIN_SPLIT = \"train\"\n",
"VAL_SPLIT = \"val\"\n",
"\n",
"USE_FEATURE_GENES = True\n",
"FEATURE_GENE_COLUMNS = [\"is_feature_gene\", \"highly_variable\"]\n",
"\n",
"MAX_TRAIN_CONDITIONS = None\n",
"MAX_EVAL_GENES = None\n",
"MAX_EVAL_CELLS_PER_GENE = None\n",
"\n",
"LATENT_DIM = 64\n",
"HIDDEN_DIM = 256\n",
"CONDITION_DIM = 128\n",
"TIME_DIM = 64\n",
"DROPOUT = 0.10\n",
"NUM_DENOISER_BLOCKS = 4\n",
"\n",
"BATCH_SIZE = 128\n",
"EPOCHS = 20\n",
"STEPS_PER_EPOCH = 200\n",
"VALIDATION_STEPS = 32\n",
"LEARNING_RATE = 1e-3\n",
"WEIGHT_DECAY = 1e-5\n",
"GRAD_CLIP_NORM = 1.0\n",
"\n",
"RECON_WEIGHT = 1.0\n",
"DIFFUSION_WEIGHT = 1.0\n",
"ENDPOINT_WEIGHT = 0.5\n",
"MMD_WEIGHT = 0.1\n",
"MEAN_WEIGHT = 1.0\n",
"\n",
"DIFFUSION_STEPS = 50\n",
"BETA_START = 1e-4\n",
"BETA_END = 2e-2\n",
"SINKHORN_EPSILON = 0.5\n",
"SINKHORN_ITERS = 30\n",
"PRED_BATCH_SIZE = 256\n",
"\n",
"INPUT_CANDIDATES = [\n",
" PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready_full.h5ad\",\n",
" PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready.h5ad\",\n",
" PROJECT_ROOT / \"data\" / \"processed\" / \"scPerturb\" / \"prediction_ready\" / \"replogle_k562_essential_single_gene_prediction_ready_fast_debug.h5ad\",\n",
"]\n",
"INPUT_PATH = next((path for path in INPUT_CANDIDATES if path.exists()), None)\n",
"if INPUT_PATH is None:\n",
" raise FileNotFoundError(\"Could not find a prediction-ready Replogle h5ad. Checked:\\n\" + \"\\n\".join(map(str, INPUT_CANDIDATES)))\n",
"\n",
"OUTPUT_DIR = PROJECT_ROOT / \"baseline\" / \"outputs\" / METHOD_NAME\n",
"OUTPUT_DIR.mkdir(parents=True, exist_ok=True)\n",
"MODEL_PATH = OUTPUT_DIR / \"conditional_diffusion_model.pt\"\n",
"\n",
"DEVICE = torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n",
"\n",
"np.random.seed(RANDOM_SEED)\n",
"random.seed(RANDOM_SEED)\n",
"torch.manual_seed(RANDOM_SEED)\n",
"if torch.cuda.is_available():\n",
" torch.cuda.manual_seed_all(RANDOM_SEED)\n",
"if torch.backends.cudnn.is_available():\n",
" torch.backends.cudnn.deterministic = True\n",
" torch.backends.cudnn.benchmark = False\n",
"\n",
"print(f\"Project root: {PROJECT_ROOT}\")\n",
"print(f\"Input h5ad: {INPUT_PATH}\")\n",
"print(f\"Output dir: {OUTPUT_DIR}\")\n",
"print(f\"Device: {DEVICE}\")\n"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "diffusion-science-plots",
"metadata": {},
"outputs": [],
"source": [
"SCIENCE_COLORS = {\n",
" \"blue\": \"#0072B2\",\n",
" \"orange\": \"#E69F00\",\n",
" \"green\": \"#009E73\",\n",
" \"magenta\": \"#CC79A7\",\n",
" \"dark\": \"#333333\",\n",
" \"gray\": \"#999999\",\n",
"}\n",
"\n",
"\n",
"def setup_science_style() -> None:\n",
" mpl.rcParams.update(\n",
" {\n",
" \"figure.dpi\": 110,\n",
" \"savefig.dpi\": 300,\n",
" \"font.family\": \"sans-serif\",\n",
" \"font.sans-serif\": [\"DejaVu Sans\", \"Helvetica\", \"Arial\"],\n",
" \"font.size\": 9,\n",
" \"axes.titlesize\": 10,\n",
" \"axes.labelsize\": 9,\n",
" \"axes.linewidth\": 0.6,\n",
" \"axes.edgecolor\": SCIENCE_COLORS[\"dark\"],\n",
" \"axes.labelcolor\": SCIENCE_COLORS[\"dark\"],\n",
" \"xtick.labelsize\": 8,\n",
" \"ytick.labelsize\": 8,\n",
" \"xtick.major.width\": 0.6,\n",
" \"ytick.major.width\": 0.6,\n",
" \"legend.frameon\": False,\n",
" \"legend.fontsize\": 8,\n",
" \"axes.spines.top\": False,\n",
" \"axes.spines.right\": False,\n",
" \"figure.facecolor\": \"white\",\n",
" \"axes.facecolor\": \"white\",\n",
" \"grid.alpha\": 0.3,\n",
" \"grid.linewidth\": 0.4,\n",
" \"lines.linewidth\": 1.25,\n",
" \"pdf.fonttype\": 42,\n",
" \"ps.fonttype\": 42,\n",
" }\n",
" )\n",
"\n",
"\n",
"FIGURE_DIR = OUTPUT_DIR / \"figures\"\n",
"FIGURE_DIR.mkdir(parents=True, exist_ok=True)\n",
"setup_science_style()\n",
"\n",
"\n",
"def plot_training_history(history: pd.DataFrame, tag: str) -> None:\n",
" setup_science_style()\n",
" h = history.copy()\n",
" if h.empty:\n",
" return\n",
" fig, axes = plt.subplots(1, 2, figsize=(7.0, 2.45), constrained_layout=True)\n",
" e = h[\"epoch\"].to_numpy()\n",
" ax = axes[0]\n",
" if \"train_total\" in h.columns:\n",
" ax.plot(\n",
" e,\n",
" h[\"train_total\"],\n",
" \"o-\",\n",
" ms=3,\n",
" lw=1.1,\n",
" color=SCIENCE_COLORS[\"blue\"],\n",
" label=\"Train (total)\",\n",
" )\n",
" if \"val_total\" in h.columns and h[\"val_total\"].notna().any():\n",
" ax.plot(\n",
" e,\n",
" h[\"val_total\"],\n",
" \"s-\",\n",
" ms=3,\n",
" lw=1.1,\n",
" color=SCIENCE_COLORS[\"orange\"],\n",
" label=\"Validation (total)\",\n",
" )\n",
" best_i = int(h[\"val_total\"].idxmin())\n",
" best_ep = float(h.loc[best_i, \"epoch\"])\n",
" best_v = float(h.loc[best_i, \"val_total\"])\n",
" ax.scatter(\n",
" [best_ep],\n",
" [best_v],\n",
" s=55,\n",
" zorder=5,\n",
" facecolors=\"none\",\n",
" edgecolors=SCIENCE_COLORS[\"dark\"],\n",
" linewidths=1.1,\n",
" label=\"Best val\",\n",
" )\n",
" ax.set_xlabel(\"Epoch\")\n",
" ax.set_ylabel(\"Loss\")\n",
" ax.legend(loc=\"upper right\", handlelength=2.0)\n",
"\n",
" ax2 = axes[1]\n",
" for col, lab, c in (\n",
" (\"train_diffusion\", \"Train diffusion\", SCIENCE_COLORS[\"green\"]),\n",
" (\"train_recon\", \"Train reconstruction\", SCIENCE_COLORS[\"magenta\"]),\n",
" (\"train_mmd\", \"Train MMD\", \"#6A3D9A\"),\n",
" (\"train_mean\", \"Train mean\", \"#D55E00\"),\n",
" ):\n",
" if col in h.columns:\n",
" ax2.plot(e, h[col], \"o-\", ms=2.5, lw=1.0, color=c, label=lab)\n",
" ax2.set_xlabel(\"Epoch\")\n",
" ax2.set_ylabel(\"Component loss\")\n",
" ax2.set_yscale(\"symlog\", linthresh=1e-4)\n",
" ax2.legend(loc=\"upper right\", handlelength=2.0)\n",
"\n",
" fig.suptitle(\n",
" \"Training dynamics — conditional diffusion\",\n",
" fontsize=10.5,\n",
" color=SCIENCE_COLORS[\"dark\"],\n",
" y=1.02,\n",
" )\n",
" for ext in (\"png\", \"pdf\"):\n",
" fig.savefig(FIGURE_DIR / f\"training_history_{tag}.{ext}\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" plt.show()\n",
"\n",
"\n",
"def plot_evaluation_metrics(\n",
" metrics: pd.DataFrame,\n",
" tag: str,\n",
" train_genes: list[str] | None = None,\n",
") -> None:\n",
" setup_science_style()\n",
" if metrics.empty:\n",
" return\n",
" m = metrics.copy()\n",
" if train_genes is not None:\n",
" seen = set(train_genes)\n",
" m[\"cohort\"] = np.where(m[\"perturbation_gene\"].isin(seen), \"Seen at train\", \"Unseen at train\")\n",
" else:\n",
" m[\"cohort\"] = \"All\"\n",
"\n",
" fig = plt.figure(figsize=(7.2, 5.9), constrained_layout=True)\n",
" gs = fig.add_gridspec(2, 2, height_ratios=[1.05, 1.0], hspace=0.28, wspace=0.28)\n",
"\n",
" ax1 = fig.add_subplot(gs[0, 0])\n",
" if m[\"cohort\"].nunique() > 1:\n",
" palette = {\"Seen at train\": SCIENCE_COLORS[\"blue\"], \"Unseen at train\": SCIENCE_COLORS[\"orange\"]}\n",
" for lab, g in m.groupby(\"cohort\"):\n",
" s = 14 + np.clip(g[\"n_cells\"].to_numpy(dtype=float), 0, 120) * 0.12\n",
" ax1.scatter(\n",
" g[\"mse_mean\"],\n",
" g[\"pearson_mean\"],\n",
" s=s,\n",
" alpha=0.78,\n",
" edgecolors=\"none\",\n",
" c=palette.get(lab, SCIENCE_COLORS[\"gray\"]),\n",
" label=lab,\n",
" )\n",
" ax1.legend(loc=\"lower left\")\n",
" else:\n",
" ax1.scatter(\n",
" m[\"mse_mean\"],\n",
" m[\"pearson_mean\"],\n",
" s=22,\n",
" alpha=0.75,\n",
" edgecolors=\"none\",\n",
" c=SCIENCE_COLORS[\"blue\"],\n",
" )\n",
" ax1.set_xlabel(\"MSE (predicted vs true, gene means)\")\n",
" ax1.set_ylabel(\"Pearson r (gene means)\")\n",
" ax1.set_xscale(\"log\")\n",
" ax1.text(0.02, 0.98, \"a\", transform=ax1.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n",
"\n",
" ax2 = fig.add_subplot(gs[0, 1])\n",
" m_sorted = m.sort_values(\"pearson_mean\", ascending=True)\n",
" max_rows = 36\n",
" if len(m_sorted) > max_rows:\n",
" head_n = max_rows // 2\n",
" plot_df = pd.concat([m_sorted.head(head_n), m_sorted.tail(head_n)], axis=0)\n",
" else:\n",
" plot_df = m_sorted\n",
" y = np.arange(len(plot_df))\n",
" ax2.barh(y, plot_df[\"pearson_mean\"], height=0.68, color=SCIENCE_COLORS[\"blue\"], alpha=0.88)\n",
" ax2.set_yticks(y)\n",
" ax2.set_yticklabels(plot_df[\"perturbation_gene\"], fontsize=5.8)\n",
" ax2.set_xlabel(\"Pearson r (gene means)\")\n",
" ax2.set_xlim(0, 1.02)\n",
" ax2.text(0.02, 0.98, \"b\", transform=ax2.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n",
"\n",
" ax3 = fig.add_subplot(gs[1, 0])\n",
" d = m[\"delta_l2\"].dropna().to_numpy()\n",
" if d.size:\n",
" nbin = int(np.clip(len(d) // 2, 10, 32))\n",
" ax3.hist(\n",
" d,\n",
" bins=nbin,\n",
" color=SCIENCE_COLORS[\"green\"],\n",
" alpha=0.88,\n",
" edgecolor=\"white\",\n",
" linewidth=0.35,\n",
" )\n",
" ax3.set_xlabel(\"L2 distance (pred delta vs true delta)\")\n",
" ax3.set_ylabel(\"Perturbations\")\n",
" ax3.text(0.02, 0.98, \"c\", transform=ax3.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n",
"\n",
" ax4 = fig.add_subplot(gs[1, 1])\n",
" ax4.scatter(\n",
" m[\"pearson_mean\"],\n",
" m[\"pearson_delta\"],\n",
" s=20,\n",
" c=SCIENCE_COLORS[\"orange\"],\n",
" alpha=0.72,\n",
" edgecolors=\"none\",\n",
" )\n",
" pm = m[\"pearson_mean\"].to_numpy(dtype=float)\n",
" pd_ = m[\"pearson_delta\"].to_numpy(dtype=float)\n",
" lo = float(np.nanmin([np.nanmin(pm), np.nanmin(pd_), 0.0]))\n",
" hi = float(np.nanmax([np.nanmax(pm), np.nanmax(pd_), 1.0]))\n",
" pad = 0.03 * (hi - lo + 1e-6)\n",
" ax4.plot([lo, hi], [lo, hi], ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.9, label=\"Identity\")\n",
" ax4.set_xlim(lo - pad, hi + pad)\n",
" ax4.set_ylim(lo - pad, hi + pad)\n",
" ax4.set_xlabel(\"Pearson r (means)\")\n",
" ax4.set_ylabel(\"Pearson r (delta vs control)\")\n",
" ax4.legend(loc=\"lower right\")\n",
" ax4.text(0.02, 0.98, \"d\", transform=ax4.transAxes, fontsize=11, fontweight=\"bold\", va=\"top\")\n",
"\n",
" fig.suptitle(\n",
" \"Held-out evaluation — per-perturbation metrics\",\n",
" fontsize=10.5,\n",
" color=SCIENCE_COLORS[\"dark\"],\n",
" )\n",
" for ext in (\"png\", \"pdf\"):\n",
" fig.savefig(FIGURE_DIR / f\"evaluation_metrics_{tag}.{ext}\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" plt.show()\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "9c539fd8",
"metadata": {},
"outputs": [],
"source": [
"def normalize_bool(series: pd.Series) -> pd.Series:\n",
" if pd.api.types.is_bool_dtype(series):\n",
" return series.fillna(False).astype(bool)\n",
" text = series.astype(str).str.lower().str.strip()\n",
" return text.isin([\"true\", \"1\", \"yes\", \"y\"])\n",
"\n",
"\n",
"def require_columns(obs: pd.DataFrame, columns: list[str]) -> None:\n",
" missing = [col for col in columns if col not in obs.columns]\n",
" if missing:\n",
" raise KeyError(f\"Missing required obs columns: {missing}\")\n",
"\n",
"\n",
"def take_dense_rows(X, idx: np.ndarray) -> np.ndarray:\n",
" out = X[idx]\n",
" if sp.issparse(out):\n",
" out = out.toarray()\n",
" return np.asarray(out, dtype=np.float32)\n",
"\n",
"\n",
"def mean_vector(X) -> np.ndarray:\n",
" if sp.issparse(X):\n",
" return np.asarray(X.mean(axis=0)).ravel().astype(np.float32)\n",
" return np.asarray(X, dtype=np.float32).mean(axis=0)\n",
"\n",
"\n",
"def safe_pearson(x: np.ndarray, y: np.ndarray) -> float:\n",
" x = np.asarray(x).ravel()\n",
" y = np.asarray(y).ravel()\n",
" if x.size < 2 or np.std(x) == 0 or np.std(y) == 0:\n",
" return np.nan\n",
" return float(np.corrcoef(x, y)[0, 1])\n",
"\n",
"\n",
"def split_array_indices(indices: np.ndarray, rng: np.random.Generator) -> tuple[np.ndarray, np.ndarray, np.ndarray]:\n",
" indices = np.asarray(indices)\n",
" if len(indices) == 0:\n",
" return indices, indices, indices\n",
" shuffled = indices.copy()\n",
" rng.shuffle(shuffled)\n",
" if len(shuffled) < 3:\n",
" return np.sort(shuffled), np.array([], dtype=indices.dtype), np.array([], dtype=indices.dtype)\n",
" n_train = max(1, int(round(len(shuffled) * TRAIN_FRAC)))\n",
" n_val = int(round(len(shuffled) * VAL_FRAC))\n",
" n_train = min(n_train, len(shuffled) - 2)\n",
" n_val = max(1, min(n_val, len(shuffled) - n_train - 1))\n",
" train = np.sort(shuffled[:n_train])\n",
" val = np.sort(shuffled[n_train : n_train + n_val])\n",
" test = np.sort(shuffled[n_train + n_val :])\n",
" if len(test) == 0:\n",
" test = val[-1:].copy()\n",
" val = val[:-1]\n",
" if len(val) == 0:\n",
" val = train[-1:].copy()\n",
" train = train[:-1]\n",
" return train, val, test\n",
"\n",
"\n",
"def assign_seen_cell_split(obs: pd.DataFrame, seed: int) -> pd.Categorical:\n",
" rng = np.random.default_rng(seed)\n",
" split = np.full(len(obs), \"train\", dtype=object)\n",
" is_control = normalize_bool(obs[\"is_control\"]).to_numpy(dtype=bool)\n",
" genes = obs[\"perturbation_gene\"].astype(str).to_numpy()\n",
"\n",
" control_idx = np.where(is_control)[0]\n",
" train_idx, val_idx, test_idx = split_array_indices(control_idx, rng)\n",
" split[train_idx] = \"train\"\n",
" split[val_idx] = \"val\"\n",
" split[test_idx] = \"test\"\n",
"\n",
" for gene in sorted(set(genes[~is_control])):\n",
" idx = np.where((~is_control) & (genes == gene))[0]\n",
" train_idx, val_idx, test_idx = split_array_indices(idx, rng)\n",
" split[train_idx] = \"train\"\n",
" split[val_idx] = \"val\"\n",
" split[test_idx] = \"test\"\n",
"\n",
" return pd.Categorical(split, categories=[\"train\", \"val\", \"test\"], ordered=True)\n",
"\n",
"\n",
"def choose_feature_mask(var: pd.DataFrame) -> np.ndarray:\n",
" if not USE_FEATURE_GENES:\n",
" return np.ones(var.shape[0], dtype=bool)\n",
" for column in FEATURE_GENE_COLUMNS:\n",
" if column in var.columns:\n",
" mask = var[column].astype(bool).to_numpy()\n",
" if mask.any():\n",
" print(f\"Using feature mask from var['{column}']: {int(mask.sum())} genes\")\n",
" return mask\n",
" print(\"Feature-gene columns not found or empty; using all genes.\")\n",
" return np.ones(var.shape[0], dtype=bool)\n",
"\n",
"\n",
"def median_heuristic_sigma(x: torch.Tensor, y: torch.Tensor, max_points: int = 256) -> float:\n",
" z = torch.cat([x[:max_points], y[:max_points]], dim=0)\n",
" if z.shape[0] < 2:\n",
" return 1.0\n",
" d2 = torch.cdist(z, z, p=2).pow(2)\n",
" mask = ~torch.eye(d2.shape[0], dtype=torch.bool, device=d2.device)\n",
" valid = d2[mask]\n",
" valid = valid[valid > 0]\n",
" if valid.numel() == 0:\n",
" return 1.0\n",
" return float(torch.sqrt(valid.median()).item())\n",
"\n",
"\n",
"def rbf_mmd_loss(x: torch.Tensor, y: torch.Tensor, sigma: float | None = None) -> torch.Tensor:\n",
" if x.shape[0] < 2 or y.shape[0] < 2:\n",
" return x.new_tensor(0.0)\n",
" sigma = sigma or median_heuristic_sigma(x, y)\n",
" gamma = 1.0 / (2.0 * sigma * sigma + 1e-8)\n",
" d_xx = torch.cdist(x, x, p=2).pow(2)\n",
" d_yy = torch.cdist(y, y, p=2).pow(2)\n",
" d_xy = torch.cdist(x, y, p=2).pow(2)\n",
" k_xx = torch.exp(-gamma * d_xx)\n",
" k_yy = torch.exp(-gamma * d_yy)\n",
" k_xy = torch.exp(-gamma * d_xy)\n",
" return k_xx.mean() + k_yy.mean() - 2.0 * k_xy.mean()\n",
"\n",
"\n",
"def sinkhorn_barycentric_targets(x0: torch.Tensor, x1: torch.Tensor, epsilon: float, n_iters: int) -> torch.Tensor:\n",
" cost = torch.cdist(x0, x1, p=2).pow(2)\n",
" kernel = torch.exp(-cost / max(epsilon, 1e-4)).clamp_min(1e-8)\n",
"\n",
" a = torch.full((x0.shape[0],), 1.0 / x0.shape[0], device=x0.device, dtype=x0.dtype)\n",
" b = torch.full((x1.shape[0],), 1.0 / x1.shape[0], device=x1.device, dtype=x1.dtype)\n",
" u = torch.ones_like(a)\n",
" v = torch.ones_like(b)\n",
"\n",
" for _ in range(n_iters):\n",
" u = a / (kernel @ v + 1e-8)\n",
" v = b / (kernel.t() @ u + 1e-8)\n",
"\n",
" plan = u[:, None] * kernel * v[None, :]\n",
" row_mass = plan.sum(dim=1, keepdim=True).clamp_min(1e-8)\n",
" return (plan / row_mass) @ x1\n",
"\n",
"\n",
"def build_aggregate_frame(metrics: pd.DataFrame) -> pd.DataFrame:\n",
" numeric = metrics.select_dtypes(include=[np.number])\n",
" if numeric.empty:\n",
" return pd.DataFrame()\n",
" return numeric.agg([\"mean\", \"median\"]).T\n"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "2485e6fa",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Using feature mask from var['is_feature_gene']: 4334 genes\n",
"adata: AnnData object with n_obs × n_vars = 310385 × 4334\n",
" obs: 'batch', 'gene', 'gene_id', 'transcript', 'gene_transcript', 'guide_id', 'percent_mito', 'UMI_count', 'z_gemgroup_UMI', 'core_scale_factor', 'core_adjusted_UMI_count', 'disease', 'cancer', 'cell_line', 'sex', 'age', 'perturbation', 'organism', 'perturbation_type', 'tissue_type', 'ncounts', 'ngenes', 'nperts', 'percent_ribo', 'perturbation_label', 'perturbation_gene', 'is_control', 'is_single_perturbation', 'split', 'condition', 'batch_model', 'source_split'\n",
" var: 'chr', 'start', 'end', 'class', 'strand', 'length', 'in_matrix', 'mean', 'std', 'cv', 'fano', 'ensembl_id', 'ncounts', 'ncells', 'highly_variable', 'highly_variable_rank', 'means', 'variances', 'variances_norm', 'is_target_gene', 'is_feature_gene'\n",
" uns: 'hvg', 'log1p', 'prediction_ready'\n",
" layers: 'counts'\n",
"split counts:\n",
"split\n",
"train 248311\n",
"test 31046\n",
"val 31028\n",
"Name: count, dtype: int64\n",
"train conditions: 2056\n",
"val conditions: 2056\n",
"eval conditions: 2056\n",
"eval genes missing from training: 0\n"
]
}
],
"source": [
"adata = ad.read_h5ad(INPUT_PATH)\n",
"require_columns(adata.obs, [\"perturbation_gene\", \"is_control\", \"split\"])\n",
"\n",
"adata.obs[\"is_control\"] = normalize_bool(adata.obs[\"is_control\"])\n",
"adata.obs[\"perturbation_gene\"] = adata.obs[\"perturbation_gene\"].astype(str).str.strip()\n",
"adata.obs[\"perturbation_gene\"] = adata.obs[\"perturbation_gene\"].mask(adata.obs[\"is_control\"], \"__ctrl__\")\n",
"adata.obs[\"condition\"] = adata.obs[\"perturbation_gene\"].astype(str)\n",
"adata.obs[\"batch_model\"] = adata.obs[\"batch\"].astype(str) if \"batch\" in adata.obs.columns else \"global\"\n",
"\n",
"feature_mask = choose_feature_mask(adata.var)\n",
"adata = adata[:, feature_mask].copy()\n",
"\n",
"if SPLIT_STRATEGY == \"seen_cell_split\":\n",
" adata.obs[\"source_split\"] = adata.obs[\"split\"].astype(str)\n",
" adata.obs[\"split\"] = assign_seen_cell_split(adata.obs, RANDOM_SEED)\n",
"elif SPLIT_STRATEGY == \"use_existing\":\n",
" adata.obs[\"split\"] = pd.Categorical(\n",
" adata.obs[\"split\"].astype(str),\n",
" categories=[\"train\", \"val\", \"test\"],\n",
" ordered=True,\n",
" )\n",
"else:\n",
" raise ValueError(f\"Unknown SPLIT_STRATEGY: {SPLIT_STRATEGY}\")\n",
"\n",
"is_control = adata.obs[\"is_control\"].to_numpy(dtype=bool)\n",
"split = adata.obs[\"split\"].astype(str).to_numpy()\n",
"genes = adata.obs[\"perturbation_gene\"].astype(str).to_numpy()\n",
"batches = adata.obs[\"batch_model\"].astype(str).to_numpy()\n",
"\n",
"control_train_idx = np.where(is_control & (split == CONTROL_SPLIT))[0]\n",
"if len(control_train_idx) == 0:\n",
" print(f\"No controls found in CONTROL_SPLIT={CONTROL_SPLIT}; falling back to all controls.\")\n",
" control_train_idx = np.where(is_control)[0]\n",
"if len(control_train_idx) == 0:\n",
" raise ValueError(\"No control cells found.\")\n",
"\n",
"train_conditions = sorted(set(genes[(~is_control) & (split == TRAIN_SPLIT)]))\n",
"val_conditions = sorted(set(genes[(~is_control) & (split == VAL_SPLIT)]))\n",
"eval_conditions = sorted(set(genes[(~is_control) & (split == EVAL_SPLIT)]))\n",
"\n",
"if MAX_TRAIN_CONDITIONS is not None:\n",
" train_conditions = train_conditions[:MAX_TRAIN_CONDITIONS]\n",
"if MAX_EVAL_GENES is not None:\n",
" eval_conditions = eval_conditions[:MAX_EVAL_GENES]\n",
"\n",
"indices_by_split_gene = {split_name: {} for split_name in [TRAIN_SPLIT, VAL_SPLIT, EVAL_SPLIT]}\n",
"for split_name in [TRAIN_SPLIT, VAL_SPLIT, EVAL_SPLIT]:\n",
" split_mask = (~is_control) & (split == split_name)\n",
" allowed = train_conditions if split_name == TRAIN_SPLIT else val_conditions if split_name == VAL_SPLIT else eval_conditions\n",
" for gene in allowed:\n",
" idx = np.where(split_mask & (genes == gene))[0]\n",
" if len(idx) > 0:\n",
" indices_by_split_gene[split_name][gene] = idx\n",
"\n",
"control_idx_by_batch = {}\n",
"for batch_name in sorted(set(batches[control_train_idx])):\n",
" idx = control_train_idx[batches[control_train_idx] == batch_name]\n",
" if len(idx) > 0:\n",
" control_idx_by_batch[batch_name] = idx\n",
"\n",
"gene_vocab = [\"__ctrl__\", \"__unk__\", *train_conditions]\n",
"gene_to_idx = {gene: idx for idx, gene in enumerate(gene_vocab)}\n",
"batch_vocab = [\"__unk__\", *sorted(set(batches))]\n",
"batch_to_idx = {batch: idx for idx, batch in enumerate(batch_vocab)}\n",
"batch_index_per_obs = np.array([batch_to_idx.get(batch, batch_to_idx[\"__unk__\"]) for batch in batches], dtype=np.int64)\n",
"\n",
"control_mean = mean_vector(adata.X[control_train_idx])\n",
"unseen_eval_genes = sorted(set(eval_conditions) - set(train_conditions))\n",
"\n",
"print(\"adata:\", adata)\n",
"print(\"split counts:\")\n",
"print(adata.obs[\"split\"].astype(str).value_counts())\n",
"print(\"train conditions:\", len(train_conditions))\n",
"print(\"val conditions:\", len(val_conditions))\n",
"print(\"eval conditions:\", len(eval_conditions))\n",
"print(\"eval genes missing from training:\", len(unseen_eval_genes))\n",
"if unseen_eval_genes[:10]:\n",
" print(\"first unseen eval genes:\", unseen_eval_genes[:10])\n"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "63b7c6b8",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"LatentDiffusionModel(\n",
" (encoder): MLPEncoder(\n",
" (net): Sequential(\n",
" (0): Linear(in_features=4334, out_features=512, bias=True)\n",
" (1): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n",
" (2): GELU(approximate='none')\n",
" (3): Dropout(p=0.1, inplace=False)\n",
" (4): Linear(in_features=512, out_features=256, bias=True)\n",
" (5): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n",
" (6): GELU(approximate='none')\n",
" (7): Dropout(p=0.1, inplace=False)\n",
" (8): Linear(in_features=256, out_features=64, bias=True)\n",
" )\n",
" )\n",
" (decoder): MLPDecoder(\n",
" (net): Sequential(\n",
" (0): Linear(in_features=64, out_features=256, bias=True)\n",
" (1): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n",
" (2): GELU(approximate='none')\n",
" (3): Dropout(p=0.1, inplace=False)\n",
" (4): Linear(in_features=256, out_features=512, bias=True)\n",
" (5): LayerNorm((512,), eps=1e-05, elementwise_affine=True)\n",
" (6): GELU(approximate='none')\n",
" (7): Dropout(p=0.1, inplace=False)\n",
" (8): Linear(in_features=512, out_features=4334, bias=True)\n",
" )\n",
" )\n",
" (condition_encoder): ConditionEncoder(\n",
" (gene_embedding): Embedding(2058, 64)\n",
" (batch_embedding): Embedding(49, 32)\n",
" (mlp): Sequential(\n",
" (0): Linear(in_features=96, out_features=128, bias=True)\n",
" (1): LayerNorm((128,), eps=1e-05, elementwise_affine=True)\n",
" (2): GELU(approximate='none')\n",
" (3): Dropout(p=0.1, inplace=False)\n",
" (4): Linear(in_features=128, out_features=128, bias=True)\n",
" )\n",
" )\n",
" (time_encoder): TimeEmbedding(\n",
" (proj): Sequential(\n",
" (0): Linear(in_features=64, out_features=64, bias=True)\n",
" (1): SiLU()\n",
" (2): Linear(in_features=64, out_features=64, bias=True)\n",
" )\n",
" )\n",
" (denoiser): ConditionalDenoiser(\n",
" (input_proj): Linear(in_features=320, out_features=256, bias=True)\n",
" (blocks): ModuleList(\n",
" (0-3): 4 x ConditionalResidualBlock(\n",
" (norm1): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n",
" (norm2): LayerNorm((256,), eps=1e-05, elementwise_affine=True)\n",
" (fc1): Linear(in_features=256, out_features=256, bias=True)\n",
" (fc2): Linear(in_features=256, out_features=256, bias=True)\n",
" (film1): Linear(in_features=192, out_features=512, bias=True)\n",
" (film2): Linear(in_features=192, out_features=512, bias=True)\n",
" (dropout): Dropout(p=0.1, inplace=False)\n",
" )\n",
" )\n",
" (out): Linear(in_features=256, out_features=64, bias=True)\n",
" )\n",
")\n"
]
}
],
"source": [
"class MLPEncoder(nn.Module):\n",
" def __init__(self, input_dim: int, latent_dim: int, hidden_dim: int, dropout: float):\n",
" super().__init__()\n",
" self.net = nn.Sequential(\n",
" nn.Linear(input_dim, hidden_dim * 2),\n",
" nn.LayerNorm(hidden_dim * 2),\n",
" nn.GELU(),\n",
" nn.Dropout(dropout),\n",
" nn.Linear(hidden_dim * 2, hidden_dim),\n",
" nn.LayerNorm(hidden_dim),\n",
" nn.GELU(),\n",
" nn.Dropout(dropout),\n",
" nn.Linear(hidden_dim, latent_dim),\n",
" )\n",
"\n",
" def forward(self, x: torch.Tensor) -> torch.Tensor:\n",
" return self.net(x)\n",
"\n",
"\n",
"class MLPDecoder(nn.Module):\n",
" def __init__(self, latent_dim: int, output_dim: int, hidden_dim: int, dropout: float):\n",
" super().__init__()\n",
" self.net = nn.Sequential(\n",
" nn.Linear(latent_dim, hidden_dim),\n",
" nn.LayerNorm(hidden_dim),\n",
" nn.GELU(),\n",
" nn.Dropout(dropout),\n",
" nn.Linear(hidden_dim, hidden_dim * 2),\n",
" nn.LayerNorm(hidden_dim * 2),\n",
" nn.GELU(),\n",
" nn.Dropout(dropout),\n",
" nn.Linear(hidden_dim * 2, output_dim),\n",
" )\n",
"\n",
" def forward(self, z: torch.Tensor) -> torch.Tensor:\n",
" return F.softplus(self.net(z))\n",
"\n",
"\n",
"class ConditionEncoder(nn.Module):\n",
" def __init__(self, n_genes: int, n_batches: int, condition_dim: int, dropout: float):\n",
" super().__init__()\n",
" gene_dim = max(32, condition_dim // 2)\n",
" batch_dim = max(16, condition_dim // 4)\n",
" self.gene_embedding = nn.Embedding(n_genes, gene_dim)\n",
" self.batch_embedding = nn.Embedding(n_batches, batch_dim)\n",
" self.mlp = nn.Sequential(\n",
" nn.Linear(gene_dim + batch_dim, condition_dim),\n",
" nn.LayerNorm(condition_dim),\n",
" nn.GELU(),\n",
" nn.Dropout(dropout),\n",
" nn.Linear(condition_dim, condition_dim),\n",
" )\n",
"\n",
" def forward(self, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n",
" gene_emb = self.gene_embedding(gene_idx)\n",
" batch_emb = self.batch_embedding(batch_idx)\n",
" return self.mlp(torch.cat([gene_emb, batch_emb], dim=-1))\n",
"\n",
"\n",
"class TimeEmbedding(nn.Module):\n",
" def __init__(self, time_dim: int):\n",
" super().__init__()\n",
" self.time_dim = time_dim\n",
" self.proj = nn.Sequential(\n",
" nn.Linear(time_dim, time_dim),\n",
" nn.SiLU(),\n",
" nn.Linear(time_dim, time_dim),\n",
" )\n",
"\n",
" def forward(self, t_index: torch.Tensor) -> torch.Tensor:\n",
" t = t_index.float()\n",
" half = self.time_dim // 2\n",
" freqs = torch.exp(\n",
" -math.log(10000.0) * torch.arange(half, device=t.device, dtype=t.dtype) / max(half, 1)\n",
" )\n",
" angles = t[:, None] * freqs[None, :]\n",
" emb = torch.cat([torch.cos(angles), torch.sin(angles)], dim=-1)\n",
" if emb.shape[1] < self.time_dim:\n",
" emb = F.pad(emb, (0, self.time_dim - emb.shape[1]))\n",
" return self.proj(emb)\n",
"\n",
"\n",
"class ConditionalResidualBlock(nn.Module):\n",
" def __init__(self, hidden_dim: int, cond_dim: int, dropout: float):\n",
" super().__init__()\n",
" self.norm1 = nn.LayerNorm(hidden_dim)\n",
" self.norm2 = nn.LayerNorm(hidden_dim)\n",
" self.fc1 = nn.Linear(hidden_dim, hidden_dim)\n",
" self.fc2 = nn.Linear(hidden_dim, hidden_dim)\n",
" self.film1 = nn.Linear(cond_dim, hidden_dim * 2)\n",
" self.film2 = nn.Linear(cond_dim, hidden_dim * 2)\n",
" self.dropout = nn.Dropout(dropout)\n",
"\n",
" def forward(self, x: torch.Tensor, cond: torch.Tensor) -> torch.Tensor:\n",
" gamma1, beta1 = self.film1(cond).chunk(2, dim=-1)\n",
" h = self.norm1(x)\n",
" h = h * (1 + gamma1) + beta1\n",
" h = F.gelu(self.fc1(h))\n",
" h = self.dropout(h)\n",
"\n",
" gamma2, beta2 = self.film2(cond).chunk(2, dim=-1)\n",
" h = self.norm2(h)\n",
" h = h * (1 + gamma2) + beta2\n",
" h = self.fc2(h)\n",
" h = self.dropout(h)\n",
" return x + h\n",
"\n",
"\n",
"class ConditionalDenoiser(nn.Module):\n",
" def __init__(self, latent_dim: int, hidden_dim: int, cond_dim: int, num_blocks: int, dropout: float):\n",
" super().__init__()\n",
" self.input_proj = nn.Linear(latent_dim * 2 + TIME_DIM + CONDITION_DIM, hidden_dim)\n",
" self.blocks = nn.ModuleList(\n",
" [ConditionalResidualBlock(hidden_dim, cond_dim=TIME_DIM + CONDITION_DIM, dropout=dropout) for _ in range(num_blocks)]\n",
" )\n",
" self.out = nn.Linear(hidden_dim, latent_dim)\n",
"\n",
" def forward(self, z_t: torch.Tensor, z_ctrl: torch.Tensor, t_emb: torch.Tensor, cond_emb: torch.Tensor) -> torch.Tensor:\n",
" cond = torch.cat([t_emb, cond_emb], dim=-1)\n",
" h = self.input_proj(torch.cat([z_t, z_ctrl, cond], dim=-1))\n",
" for block in self.blocks:\n",
" h = block(h, cond)\n",
" return self.out(h)\n",
"\n",
"\n",
"class LatentDiffusionModel(nn.Module):\n",
" def __init__(self, input_dim: int, latent_dim: int, hidden_dim: int, condition_dim: int, time_dim: int, n_genes: int, n_batches: int, num_blocks: int, dropout: float):\n",
" super().__init__()\n",
" self.encoder = MLPEncoder(input_dim=input_dim, latent_dim=latent_dim, hidden_dim=hidden_dim, dropout=dropout)\n",
" self.decoder = MLPDecoder(latent_dim=latent_dim, output_dim=input_dim, hidden_dim=hidden_dim, dropout=dropout)\n",
" self.condition_encoder = ConditionEncoder(n_genes=n_genes, n_batches=n_batches, condition_dim=condition_dim, dropout=dropout)\n",
" self.time_encoder = TimeEmbedding(time_dim=time_dim)\n",
" self.denoiser = ConditionalDenoiser(\n",
" latent_dim=latent_dim,\n",
" hidden_dim=hidden_dim,\n",
" cond_dim=time_dim + condition_dim,\n",
" num_blocks=num_blocks,\n",
" dropout=dropout,\n",
" )\n",
"\n",
" def encode_x(self, x: torch.Tensor) -> torch.Tensor:\n",
" return self.encoder(x)\n",
"\n",
" def decode_z(self, z: torch.Tensor) -> torch.Tensor:\n",
" return self.decoder(z)\n",
"\n",
" def reconstruct(self, x: torch.Tensor) -> torch.Tensor:\n",
" return self.decode_z(self.encode_x(x))\n",
"\n",
" def predict_noise(self, z_t: torch.Tensor, t_index: torch.Tensor, z_ctrl: torch.Tensor, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n",
" cond_emb = self.condition_encoder(gene_idx, batch_idx)\n",
" t_emb = self.time_encoder(t_index)\n",
" return self.denoiser(z_t=z_t, z_ctrl=z_ctrl, t_emb=t_emb, cond_emb=cond_emb)\n",
"\n",
"\n",
"model = LatentDiffusionModel(\n",
" input_dim=adata.n_vars,\n",
" latent_dim=LATENT_DIM,\n",
" hidden_dim=HIDDEN_DIM,\n",
" condition_dim=CONDITION_DIM,\n",
" time_dim=TIME_DIM,\n",
" n_genes=len(gene_vocab),\n",
" n_batches=len(batch_vocab),\n",
" num_blocks=NUM_DENOISER_BLOCKS,\n",
" dropout=DROPOUT,\n",
").to(DEVICE)\n",
"\n",
"optimizer = torch.optim.AdamW(model.parameters(), lr=LEARNING_RATE, weight_decay=WEIGHT_DECAY)\n",
"\n",
"betas = torch.linspace(BETA_START, BETA_END, DIFFUSION_STEPS, device=DEVICE, dtype=torch.float32)\n",
"alphas = 1.0 - betas\n",
"alpha_bars = torch.cumprod(alphas, dim=0)\n",
"sqrt_alpha_bars = torch.sqrt(alpha_bars)\n",
"sqrt_one_minus_alpha_bars = torch.sqrt(1.0 - alpha_bars)\n",
"sqrt_recip_alphas = torch.sqrt(1.0 / alphas)\n",
"posterior_variance = betas * (1.0 - torch.cat([torch.tensor([1.0], device=DEVICE), alpha_bars[:-1]])) / (1.0 - alpha_bars)\n",
"posterior_variance = posterior_variance.clamp_min(1e-8)\n",
"\n",
"print(model)\n"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "1705b04b",
"metadata": {},
"outputs": [],
"source": [
"def sample_controls_like_targets(target_idx: np.ndarray, rng: np.random.Generator) -> np.ndarray:\n",
" sampled = []\n",
" for idx in target_idx:\n",
" batch_name = batches[idx]\n",
" pool = control_idx_by_batch.get(batch_name, control_train_idx)\n",
" sampled.append(rng.choice(pool))\n",
" return np.asarray(sampled, dtype=np.int64)\n",
"\n",
"\n",
"def make_condition_batch(condition: str, split_name: str, rng: np.random.Generator) -> dict:\n",
" target_pool = indices_by_split_gene[split_name][condition]\n",
" size = min(BATCH_SIZE, len(target_pool))\n",
" replace = len(target_pool) < size\n",
" target_idx = rng.choice(target_pool, size=size, replace=replace)\n",
" source_idx = sample_controls_like_targets(target_idx, rng)\n",
"\n",
" if MAX_EVAL_CELLS_PER_GENE is not None and len(target_idx) > MAX_EVAL_CELLS_PER_GENE:\n",
" target_idx = target_idx[:MAX_EVAL_CELLS_PER_GENE]\n",
" source_idx = source_idx[:MAX_EVAL_CELLS_PER_GENE]\n",
"\n",
" source_x = torch.from_numpy(take_dense_rows(adata.X, source_idx)).to(DEVICE)\n",
" target_x = torch.from_numpy(take_dense_rows(adata.X, target_idx)).to(DEVICE)\n",
" gene_idx = torch.full(\n",
" (len(target_idx),),\n",
" fill_value=gene_to_idx.get(condition, gene_to_idx[\"__unk__\"]),\n",
" device=DEVICE,\n",
" dtype=torch.long,\n",
" )\n",
" batch_idx = torch.as_tensor(batch_index_per_obs[source_idx], device=DEVICE, dtype=torch.long)\n",
"\n",
" return {\n",
" \"condition\": condition,\n",
" \"source_idx\": source_idx,\n",
" \"target_idx\": target_idx,\n",
" \"source_x\": source_x,\n",
" \"target_x\": target_x,\n",
" \"gene_idx\": gene_idx,\n",
" \"batch_idx\": batch_idx,\n",
" }\n",
"\n",
"\n",
"def q_sample(z_0: torch.Tensor, t_index: torch.Tensor, noise: torch.Tensor) -> torch.Tensor:\n",
" sqrt_ab = sqrt_alpha_bars.index_select(0, t_index).unsqueeze(-1)\n",
" sqrt_omb = sqrt_one_minus_alpha_bars.index_select(0, t_index).unsqueeze(-1)\n",
" return sqrt_ab * z_0 + sqrt_omb * noise\n",
"\n",
"\n",
"def compute_loss_terms(batch: dict) -> dict[str, torch.Tensor]:\n",
" z_ctrl = model.encode_x(batch[\"source_x\"])\n",
" z_target = model.encode_x(batch[\"target_x\"])\n",
" z_target_bar = sinkhorn_barycentric_targets(\n",
" x0=z_ctrl,\n",
" x1=z_target,\n",
" epsilon=SINKHORN_EPSILON,\n",
" n_iters=SINKHORN_ITERS,\n",
" )\n",
"\n",
" batch_size = z_target_bar.shape[0]\n",
" t_index = torch.randint(0, DIFFUSION_STEPS, (batch_size,), device=DEVICE, dtype=torch.long)\n",
" noise = torch.randn_like(z_target_bar)\n",
" z_t = q_sample(z_target_bar, t_index, noise)\n",
"\n",
" pred_noise = model.predict_noise(\n",
" z_t=z_t,\n",
" t_index=t_index,\n",
" z_ctrl=z_ctrl,\n",
" gene_idx=batch[\"gene_idx\"],\n",
" batch_idx=batch[\"batch_idx\"],\n",
" )\n",
"\n",
" diffusion_loss = F.mse_loss(pred_noise, noise)\n",
"\n",
" z0_hat = (z_t - sqrt_one_minus_alpha_bars.index_select(0, t_index).unsqueeze(-1) * pred_noise) / sqrt_alpha_bars.index_select(0, t_index).unsqueeze(-1)\n",
" pred_x1 = model.decode_z(z0_hat)\n",
"\n",
" source_recon = model.reconstruct(batch[\"source_x\"])\n",
" target_recon = model.reconstruct(batch[\"target_x\"])\n",
"\n",
" recon_loss = F.mse_loss(source_recon, batch[\"source_x\"]) + F.mse_loss(target_recon, batch[\"target_x\"])\n",
" endpoint_loss = F.mse_loss(z0_hat, z_target_bar)\n",
" mmd_loss = rbf_mmd_loss(pred_x1, batch[\"target_x\"])\n",
" mean_loss = F.mse_loss(pred_x1.mean(dim=0), batch[\"target_x\"].mean(dim=0))\n",
"\n",
" total_loss = (\n",
" RECON_WEIGHT * recon_loss\n",
" + DIFFUSION_WEIGHT * diffusion_loss\n",
" + ENDPOINT_WEIGHT * endpoint_loss\n",
" + MMD_WEIGHT * mmd_loss\n",
" + MEAN_WEIGHT * mean_loss\n",
" )\n",
"\n",
" return {\n",
" \"total\": total_loss,\n",
" \"recon\": recon_loss.detach(),\n",
" \"diffusion\": diffusion_loss.detach(),\n",
" \"endpoint\": endpoint_loss.detach(),\n",
" \"mmd\": mmd_loss.detach(),\n",
" \"mean\": mean_loss.detach(),\n",
" }\n",
"\n",
"\n",
"@torch.no_grad()\n",
"def evaluate_split_loss(split_name: str, conditions: list[str], seed: int, steps: int) -> dict[str, float]:\n",
" if not conditions:\n",
" return {}\n",
"\n",
" model.eval()\n",
" rng = np.random.default_rng(seed)\n",
" subset = conditions.copy()\n",
" rng.shuffle(subset)\n",
" subset = subset[: min(len(subset), steps)]\n",
"\n",
" rows = []\n",
" for condition in subset:\n",
" batch = make_condition_batch(condition, split_name=split_name, rng=rng)\n",
" losses = compute_loss_terms(batch)\n",
" rows.append({key: float(value.item()) for key, value in losses.items()})\n",
"\n",
" return pd.DataFrame(rows).mean().to_dict()\n",
"\n",
"\n",
"@torch.no_grad()\n",
"def sample_latent(z_ctrl: torch.Tensor, gene_idx: torch.Tensor, batch_idx: torch.Tensor) -> torch.Tensor:\n",
" z = torch.randn_like(z_ctrl)\n",
" for t in reversed(range(DIFFUSION_STEPS)):\n",
" t_index = torch.full((z.shape[0],), t, device=DEVICE, dtype=torch.long)\n",
" pred_noise = model.predict_noise(\n",
" z_t=z,\n",
" t_index=t_index,\n",
" z_ctrl=z_ctrl,\n",
" gene_idx=gene_idx,\n",
" batch_idx=batch_idx,\n",
" )\n",
"\n",
" beta_t = betas[t]\n",
" sqrt_one_minus_ab_t = sqrt_one_minus_alpha_bars[t]\n",
" sqrt_recip_alpha_t = sqrt_recip_alphas[t]\n",
"\n",
" model_mean = sqrt_recip_alpha_t * (z - beta_t / sqrt_one_minus_ab_t * pred_noise)\n",
" if t > 0:\n",
" noise = torch.randn_like(z)\n",
" z = model_mean + torch.sqrt(posterior_variance[t]) * noise\n",
" else:\n",
" z = model_mean\n",
" return z\n",
"\n",
"\n",
"@torch.no_grad()\n",
"def predict_gene_expression(condition: str, split_name: str, rng: np.random.Generator) -> tuple[np.ndarray, np.ndarray, pd.DataFrame]:\n",
" target_idx_all = indices_by_split_gene[split_name][condition]\n",
" if MAX_EVAL_CELLS_PER_GENE is not None and len(target_idx_all) > MAX_EVAL_CELLS_PER_GENE:\n",
" target_idx_all = target_idx_all[:MAX_EVAL_CELLS_PER_GENE]\n",
"\n",
" pred_blocks = []\n",
" real_blocks = []\n",
" obs_blocks = []\n",
" gene_id = gene_to_idx.get(condition, gene_to_idx[\"__unk__\"])\n",
" condition_source = \"trained_gene_embedding\" if condition in gene_to_idx else \"unk_gene_embedding\"\n",
"\n",
" for start in range(0, len(target_idx_all), PRED_BATCH_SIZE):\n",
" target_idx = target_idx_all[start : start + PRED_BATCH_SIZE]\n",
" source_idx = sample_controls_like_targets(target_idx, rng)\n",
"\n",
" source_x = torch.from_numpy(take_dense_rows(adata.X, source_idx)).to(DEVICE)\n",
" z_ctrl = model.encode_x(source_x)\n",
" batch_idx = torch.as_tensor(batch_index_per_obs[source_idx], device=DEVICE, dtype=torch.long)\n",
" gene_idx = torch.full((len(target_idx),), gene_id, device=DEVICE, dtype=torch.long)\n",
"\n",
" z_hat = sample_latent(z_ctrl=z_ctrl, gene_idx=gene_idx, batch_idx=batch_idx)\n",
" pred_x = model.decode_z(z_hat).cpu().numpy().astype(np.float32)\n",
" real_x = take_dense_rows(adata.X, target_idx)\n",
"\n",
" pred_blocks.append(pred_x)\n",
" real_blocks.append(real_x)\n",
"\n",
" obs_chunk = adata.obs.iloc[target_idx][[\"perturbation_gene\", \"condition\", \"split\"]].copy()\n",
" obs_chunk[\"target_cell_id\"] = adata.obs_names[target_idx].astype(str)\n",
" obs_chunk[\"sampled_control_cell_id\"] = adata.obs_names[source_idx].astype(str)\n",
" obs_chunk[\"condition_source\"] = condition_source\n",
" obs_blocks.append(obs_chunk)\n",
"\n",
" pred_gene = np.vstack(pred_blocks).astype(np.float32)\n",
" real_gene = np.vstack(real_blocks).astype(np.float32)\n",
" obs_gene = pd.concat(obs_blocks, axis=0)\n",
" return pred_gene, real_gene, obs_gene\n",
"\n",
"\n",
"@torch.no_grad()\n",
"def evaluate_gene_metrics(split_name: str, conditions: list[str], seed: int) -> tuple[pd.DataFrame, ad.AnnData, ad.AnnData]:\n",
" rng = np.random.default_rng(seed)\n",
"\n",
" pred_blocks = []\n",
" real_blocks = []\n",
" obs_blocks = []\n",
" metrics_rows = []\n",
"\n",
" for condition in conditions:\n",
" pred_gene, real_gene, obs_gene = predict_gene_expression(condition=condition, split_name=split_name, rng=rng)\n",
" pred_blocks.append(pred_gene)\n",
" real_blocks.append(real_gene)\n",
" obs_blocks.append(obs_gene)\n",
"\n",
" pred_mean = pred_gene.mean(axis=0)\n",
" real_mean = real_gene.mean(axis=0)\n",
" pred_delta = pred_mean - control_mean\n",
" real_delta = real_mean - control_mean\n",
"\n",
" metrics_rows.append(\n",
" {\n",
" \"perturbation_gene\": condition,\n",
" \"n_cells\": int(real_gene.shape[0]),\n",
" \"mse_mean\": float(np.mean((pred_mean - real_mean) ** 2)),\n",
" \"mae_mean\": float(np.mean(np.abs(pred_mean - real_mean))),\n",
" \"pearson_mean\": safe_pearson(pred_mean, real_mean),\n",
" \"pearson_delta\": safe_pearson(pred_delta, real_delta),\n",
" \"delta_l2\": float(np.linalg.norm(pred_delta - real_delta)),\n",
" }\n",
" )\n",
"\n",
" pred = ad.AnnData(\n",
" X=np.vstack(pred_blocks).astype(np.float32),\n",
" obs=pd.concat(obs_blocks, axis=0),\n",
" var=adata.var.copy(),\n",
" )\n",
" real = ad.AnnData(\n",
" X=np.vstack(real_blocks).astype(np.float32),\n",
" obs=pd.concat(obs_blocks, axis=0),\n",
" var=adata.var.copy(),\n",
" )\n",
" metrics = pd.DataFrame(metrics_rows).sort_values(\"perturbation_gene\").reset_index(drop=True)\n",
" return metrics, pred, real\n"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "191e2bd7",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"{'epoch': 1, 'train_total': 1.0926, 'train_diffusion': 0.7012, 'train_recon': 0.2978, 'val_total': 0.565}\n",
"{'epoch': 2, 'train_total': 0.5127, 'train_diffusion': 0.2037, 'train_recon': 0.2779, 'val_total': 0.4346}\n",
"{'epoch': 3, 'train_total': 0.4294, 'train_diffusion': 0.1309, 'train_recon': 0.274, 'val_total': 0.4085}\n",
"{'epoch': 4, 'train_total': 0.394, 'train_diffusion': 0.0996, 'train_recon': 0.2738, 'val_total': 0.3641}\n",
"{'epoch': 5, 'train_total': 0.3757, 'train_diffusion': 0.0805, 'train_recon': 0.2757, 'val_total': 0.36}\n",
"{'epoch': 6, 'train_total': 0.3575, 'train_diffusion': 0.0619, 'train_recon': 0.2768, 'val_total': 0.3343}\n",
"{'epoch': 7, 'train_total': 0.3451, 'train_diffusion': 0.0544, 'train_recon': 0.2732, 'val_total': 0.3495}\n",
"{'epoch': 8, 'train_total': 0.3357, 'train_diffusion': 0.0471, 'train_recon': 0.2722, 'val_total': 0.3428}\n",
"{'epoch': 9, 'train_total': 0.331, 'train_diffusion': 0.0423, 'train_recon': 0.2719, 'val_total': 0.335}\n",
"{'epoch': 10, 'train_total': 0.3268, 'train_diffusion': 0.0372, 'train_recon': 0.273, 'val_total': 0.358}\n",
"{'epoch': 11, 'train_total': 0.3188, 'train_diffusion': 0.0337, 'train_recon': 0.2695, 'val_total': 0.3339}\n",
"{'epoch': 12, 'train_total': 0.3157, 'train_diffusion': 0.0301, 'train_recon': 0.2707, 'val_total': 0.3189}\n",
"{'epoch': 13, 'train_total': 0.3117, 'train_diffusion': 0.0274, 'train_recon': 0.2701, 'val_total': 0.3391}\n",
"{'epoch': 14, 'train_total': 0.3093, 'train_diffusion': 0.0268, 'train_recon': 0.2684, 'val_total': 0.339}\n",
"{'epoch': 15, 'train_total': 0.3056, 'train_diffusion': 0.0263, 'train_recon': 0.2664, 'val_total': 0.3072}\n",
"{'epoch': 16, 'train_total': 0.3104, 'train_diffusion': 0.0275, 'train_recon': 0.2692, 'val_total': 0.3288}\n",
"{'epoch': 17, 'train_total': 0.3063, 'train_diffusion': 0.0268, 'train_recon': 0.2665, 'val_total': 0.3394}\n",
"{'epoch': 18, 'train_total': 0.3053, 'train_diffusion': 0.0243, 'train_recon': 0.2675, 'val_total': 0.3203}\n",
"{'epoch': 19, 'train_total': 0.3035, 'train_diffusion': 0.0248, 'train_recon': 0.266, 'val_total': 0.3337}\n",
"{'epoch': 20, 'train_total': 0.304, 'train_diffusion': 0.0268, 'train_recon': 0.2633, 'val_total': 0.3275}\n"
]
},
{
"data": {
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" | \n",
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],
"text/plain": [
" epoch train_total train_recon train_diffusion train_endpoint \\\n",
"0 1 1.092597 0.297794 0.701235 0.123018 \n",
"1 2 0.512674 0.277870 0.203705 0.025684 \n",
"2 3 0.429386 0.273969 0.130892 0.016188 \n",
"3 4 0.394016 0.273814 0.099629 0.011507 \n",
"4 5 0.375732 0.275702 0.080474 0.007924 \n",
"5 6 0.357506 0.276800 0.061926 0.005487 \n",
"6 7 0.345125 0.273160 0.054362 0.004331 \n",
"7 8 0.335657 0.272180 0.047059 0.003757 \n",
"8 9 0.330977 0.271936 0.042338 0.003208 \n",
"9 10 0.326805 0.273013 0.037230 0.003037 \n",
"10 11 0.318764 0.269548 0.033744 0.002867 \n",
"11 12 0.315714 0.270734 0.030088 0.002676 \n",
"12 13 0.311701 0.270063 0.027354 0.002231 \n",
"13 14 0.309325 0.268446 0.026806 0.002427 \n",
"14 15 0.305622 0.266382 0.026251 0.002382 \n",
"15 16 0.310393 0.269180 0.027466 0.002505 \n",
"16 17 0.306289 0.266506 0.026796 0.002581 \n",
"17 18 0.305292 0.267518 0.024289 0.002265 \n",
"18 19 0.303483 0.265995 0.024794 0.002212 \n",
"19 20 0.303973 0.263291 0.026823 0.002629 \n",
"\n",
" train_mmd train_mean val_total val_recon val_diffusion val_endpoint \\\n",
"0 0.143856 0.017673 0.564962 0.276370 0.222312 0.028087 \n",
"1 0.106283 0.007628 0.434584 0.273373 0.105633 0.010058 \n",
"2 0.088635 0.007567 0.408545 0.279798 0.084368 0.007179 \n",
"3 0.077374 0.007082 0.364078 0.274999 0.035762 0.003864 \n",
"4 0.077091 0.007886 0.359967 0.271042 0.042826 0.004512 \n",
"5 0.084314 0.007605 0.334270 0.270256 0.025244 0.003013 \n",
"6 0.079824 0.007456 0.349526 0.271062 0.035995 0.002528 \n",
"7 0.069465 0.007593 0.342845 0.268517 0.019302 0.001905 \n",
"8 0.072519 0.007846 0.334984 0.264954 0.018661 0.001880 \n",
"9 0.069798 0.008064 0.357998 0.273934 0.021520 0.003141 \n",
"10 0.064630 0.007575 0.333905 0.264447 0.028742 0.002804 \n",
"11 0.058792 0.007674 0.318947 0.261437 0.016157 0.001626 \n",
"12 0.059132 0.007254 0.339054 0.263594 0.012227 0.001638 \n",
"13 0.059312 0.006929 0.339031 0.273432 0.013024 0.001383 \n",
"14 0.052757 0.006523 0.307164 0.259813 0.013409 0.001333 \n",
"15 0.052884 0.007206 0.328840 0.269686 0.021865 0.003770 \n",
"16 0.051856 0.006512 0.339396 0.269045 0.014996 0.002078 \n",
"17 0.054927 0.006859 0.320261 0.265096 0.015183 0.002067 \n",
"18 0.051210 0.006467 0.333737 0.272283 0.016100 0.002361 \n",
"19 0.055363 0.007008 0.327471 0.274065 0.014217 0.002168 \n",
"\n",
" val_mmd val_mean \n",
"0 0.201846 0.032051 \n",
"1 0.171663 0.033383 \n",
"2 0.154740 0.025315 \n",
"3 0.178134 0.033572 \n",
"4 0.167649 0.027078 \n",
"5 0.115518 0.025712 \n",
"6 0.137571 0.027447 \n",
"7 0.151532 0.038920 \n",
"8 0.138549 0.036574 \n",
"9 0.186460 0.042328 \n",
"10 0.133314 0.025983 \n",
"11 0.138025 0.026738 \n",
"12 0.141034 0.048310 \n",
"13 0.117266 0.040157 \n",
"14 0.112954 0.021979 \n",
"15 0.106170 0.024787 \n",
"16 0.153371 0.038978 \n",
"17 0.129587 0.025990 \n",
"18 0.113277 0.032845 \n",
"19 0.141412 0.023963 "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"history_rows = []\n",
"best_state = None\n",
"best_val_total = float(\"inf\")\n",
"rng = np.random.default_rng(RANDOM_SEED)\n",
"\n",
"train_sampling_conditions = [g for g in train_conditions if g in indices_by_split_gene[TRAIN_SPLIT]]\n",
"if not train_sampling_conditions:\n",
" raise ValueError(\"No train perturbation conditions are available.\")\n",
"\n",
"for epoch in range(1, EPOCHS + 1):\n",
" model.train()\n",
" epoch_rows = []\n",
"\n",
" for _ in range(STEPS_PER_EPOCH):\n",
" condition = rng.choice(train_sampling_conditions)\n",
" batch = make_condition_batch(condition=condition, split_name=TRAIN_SPLIT, rng=rng)\n",
"\n",
" optimizer.zero_grad(set_to_none=True)\n",
" losses = compute_loss_terms(batch)\n",
" losses[\"total\"].backward()\n",
" nn.utils.clip_grad_norm_(model.parameters(), max_norm=GRAD_CLIP_NORM)\n",
" optimizer.step()\n",
"\n",
" epoch_rows.append({key: float(value.item()) for key, value in losses.items()})\n",
"\n",
" train_summary = pd.DataFrame(epoch_rows).mean().to_dict()\n",
" val_summary = evaluate_split_loss(\n",
" split_name=VAL_SPLIT,\n",
" conditions=val_conditions,\n",
" seed=RANDOM_SEED + epoch,\n",
" steps=VALIDATION_STEPS,\n",
" ) if val_conditions else {}\n",
"\n",
" row = {\"epoch\": epoch, **{f\"train_{k}\": v for k, v in train_summary.items()}}\n",
" row.update({f\"val_{k}\": v for k, v in val_summary.items()})\n",
" history_rows.append(row)\n",
"\n",
" current_val_total = val_summary.get(\"total\", train_summary[\"total\"])\n",
" if current_val_total < best_val_total:\n",
" best_val_total = current_val_total\n",
" best_state = deepcopy(model.state_dict())\n",
"\n",
" print(\n",
" {\n",
" \"epoch\": epoch,\n",
" \"train_total\": round(train_summary[\"total\"], 4),\n",
" \"train_diffusion\": round(train_summary[\"diffusion\"], 4),\n",
" \"train_recon\": round(train_summary[\"recon\"], 4),\n",
" \"val_total\": round(current_val_total, 4),\n",
" }\n",
" )\n",
"\n",
"if best_state is not None:\n",
" model.load_state_dict(best_state)\n",
"\n",
"history = pd.DataFrame(history_rows)\n",
"history\n"
]
},
{
"cell_type": "markdown",
"id": "diffusion-fig-train-md",
"metadata": {},
"source": [
"## Figures — training dynamics\n",
"\n",
"Loss curves saved under `OUTPUT_DIR / \"figures\"` as PNG and PDF (`training_history_*.png` / `.pdf`).\n"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "diffusion-fig-train-code",
"metadata": {},
"outputs": [
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_fig_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n",
"plot_training_history(history, tag=_fig_tag)\n",
"\n"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "9e0ba50e",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Aggregate summary:\n",
"method_name conditional_diffusion_method\n",
"input_path /root/final/data/processed/scPerturb/predictio...\n",
"eval_split test\n",
"train_split train\n",
"val_split val\n",
"n_control_cells_train 8653\n",
"n_eval_cells 29965\n",
"n_train_genes 2056\n",
"n_eval_genes 2056\n",
"n_eval_genes_missing_from_train 0\n",
"mse_mean_avg 0.02029\n",
"mae_mean_avg 0.09986\n",
"pearson_mean_avg 0.974649\n",
"pearson_delta_avg 0.061978\n",
"delta_l2_avg 8.738639\n",
"dtype: object\n",
"\n",
"Saved:\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/conditional_diffusion_model.pt\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/pred_conditional_diffusion_method_seen_cell_split_test.h5ad\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/real_conditional_diffusion_method_seen_cell_split_test.h5ad\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/metrics_by_gene_conditional_diffusion_method_seen_cell_split_test.csv\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/aggregate_conditional_diffusion_method_seen_cell_split_test.csv\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/summary_conditional_diffusion_method_seen_cell_split_test.csv\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/training_history_conditional_diffusion_method_seen_cell_split_test.csv\n",
"- /root/final/baseline/outputs/conditional_diffusion_method/config_conditional_diffusion_method_seen_cell_split_test.json\n"
]
},
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" perturbation_gene | \n",
" n_cells | \n",
" mse_mean | \n",
" mae_mean | \n",
" pearson_mean | \n",
" pearson_delta | \n",
" delta_l2 | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" AAAS | \n",
" 21 | \n",
" 0.006507 | \n",
" 0.061623 | \n",
" 0.991500 | \n",
" 0.036507 | \n",
" 5.310577 | \n",
"
\n",
" \n",
" | 1 | \n",
" AAMP | \n",
" 10 | \n",
" 0.024897 | \n",
" 0.116168 | \n",
" 0.970339 | \n",
" -0.179578 | \n",
" 10.387674 | \n",
"
\n",
" \n",
" | 2 | \n",
" AARS | \n",
" 4 | \n",
" 0.044199 | \n",
" 0.159510 | \n",
" 0.944223 | \n",
" 0.299598 | \n",
" 13.840421 | \n",
"
\n",
" \n",
" | 3 | \n",
" AARS2 | \n",
" 18 | \n",
" 0.008631 | \n",
" 0.071208 | \n",
" 0.988610 | \n",
" -0.082087 | \n",
" 6.115983 | \n",
"
\n",
" \n",
" | 4 | \n",
" AASDHPPT | \n",
" 5 | \n",
" 0.032459 | \n",
" 0.137356 | \n",
" 0.960420 | \n",
" 0.075441 | \n",
" 11.860708 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" perturbation_gene n_cells mse_mean mae_mean pearson_mean pearson_delta \\\n",
"0 AAAS 21 0.006507 0.061623 0.991500 0.036507 \n",
"1 AAMP 10 0.024897 0.116168 0.970339 -0.179578 \n",
"2 AARS 4 0.044199 0.159510 0.944223 0.299598 \n",
"3 AARS2 18 0.008631 0.071208 0.988610 -0.082087 \n",
"4 AASDHPPT 5 0.032459 0.137356 0.960420 0.075441 \n",
"\n",
" delta_l2 \n",
"0 5.310577 \n",
"1 10.387674 \n",
"2 13.840421 \n",
"3 6.115983 \n",
"4 11.860708 "
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"eval_conditions_to_run = [condition for condition in eval_conditions if condition in indices_by_split_gene[EVAL_SPLIT]]\n",
"if not eval_conditions_to_run:\n",
" raise ValueError(f\"No conditions found for EVAL_SPLIT={EVAL_SPLIT}.\")\n",
"\n",
"metrics, pred, real = evaluate_gene_metrics(\n",
" split_name=EVAL_SPLIT,\n",
" conditions=eval_conditions_to_run,\n",
" seed=RANDOM_SEED + 999,\n",
")\n",
"aggregate = build_aggregate_frame(metrics)\n",
"aggregate_summary = pd.Series(\n",
" {\n",
" \"method_name\": METHOD_NAME,\n",
" \"input_path\": str(INPUT_PATH),\n",
" \"eval_split\": EVAL_SPLIT,\n",
" \"train_split\": TRAIN_SPLIT,\n",
" \"val_split\": VAL_SPLIT,\n",
" \"n_control_cells_train\": int(len(control_train_idx)),\n",
" \"n_eval_cells\": int(pred.n_obs),\n",
" \"n_train_genes\": int(len(train_conditions)),\n",
" \"n_eval_genes\": int(len(eval_conditions_to_run)),\n",
" \"n_eval_genes_missing_from_train\": int(len(set(eval_conditions_to_run) - set(train_conditions))),\n",
" \"mse_mean_avg\": float(metrics[\"mse_mean\"].mean()),\n",
" \"mae_mean_avg\": float(metrics[\"mae_mean\"].mean()),\n",
" \"pearson_mean_avg\": float(metrics[\"pearson_mean\"].mean(skipna=True)),\n",
" \"pearson_delta_avg\": float(metrics[\"pearson_delta\"].mean(skipna=True)),\n",
" \"delta_l2_avg\": float(metrics[\"delta_l2\"].mean()),\n",
" }\n",
")\n",
"\n",
"tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n",
"pred_path = OUTPUT_DIR / f\"pred_{METHOD_NAME}_{tag}.h5ad\"\n",
"real_path = OUTPUT_DIR / f\"real_{METHOD_NAME}_{tag}.h5ad\"\n",
"metrics_path = OUTPUT_DIR / f\"metrics_by_gene_{METHOD_NAME}_{tag}.csv\"\n",
"aggregate_path = OUTPUT_DIR / f\"aggregate_{METHOD_NAME}_{tag}.csv\"\n",
"summary_path = OUTPUT_DIR / f\"summary_{METHOD_NAME}_{tag}.csv\"\n",
"history_path = OUTPUT_DIR / f\"training_history_{METHOD_NAME}_{tag}.csv\"\n",
"config_path = OUTPUT_DIR / f\"config_{METHOD_NAME}_{tag}.json\"\n",
"\n",
"config = {\n",
" \"name\": METHOD_NAME,\n",
" \"input_path\": str(INPUT_PATH),\n",
" \"split_strategy\": SPLIT_STRATEGY,\n",
" \"train_frac\": float(TRAIN_FRAC),\n",
" \"val_frac\": float(VAL_FRAC),\n",
" \"eval_split\": EVAL_SPLIT,\n",
" \"random_seed\": int(RANDOM_SEED),\n",
" \"latent_dim\": int(LATENT_DIM),\n",
" \"hidden_dim\": int(HIDDEN_DIM),\n",
" \"condition_dim\": int(CONDITION_DIM),\n",
" \"time_dim\": int(TIME_DIM),\n",
" \"dropout\": float(DROPOUT),\n",
" \"num_denoiser_blocks\": int(NUM_DENOISER_BLOCKS),\n",
" \"batch_size\": int(BATCH_SIZE),\n",
" \"epochs\": int(EPOCHS),\n",
" \"steps_per_epoch\": int(STEPS_PER_EPOCH),\n",
" \"validation_steps\": int(VALIDATION_STEPS),\n",
" \"learning_rate\": float(LEARNING_RATE),\n",
" \"weight_decay\": float(WEIGHT_DECAY),\n",
" \"recon_weight\": float(RECON_WEIGHT),\n",
" \"diffusion_weight\": float(DIFFUSION_WEIGHT),\n",
" \"endpoint_weight\": float(ENDPOINT_WEIGHT),\n",
" \"mmd_weight\": float(MMD_WEIGHT),\n",
" \"mean_weight\": float(MEAN_WEIGHT),\n",
" \"diffusion_steps\": int(DIFFUSION_STEPS),\n",
" \"beta_start\": float(BETA_START),\n",
" \"beta_end\": float(BETA_END),\n",
" \"sinkhorn_epsilon\": float(SINKHORN_EPSILON),\n",
" \"sinkhorn_iters\": int(SINKHORN_ITERS),\n",
" \"n_train_conditions\": int(len(train_conditions)),\n",
" \"n_eval_conditions\": int(len(eval_conditions_to_run)),\n",
" \"n_unseen_eval_conditions\": int(len(set(eval_conditions_to_run) - set(train_conditions))),\n",
" \"feature_gene_columns\": FEATURE_GENE_COLUMNS,\n",
" \"model_path\": str(MODEL_PATH),\n",
"}\n",
"\n",
"pred.uns[\"baseline\"] = config\n",
"real.uns[\"baseline\"] = config\n",
"\n",
"torch.save(model.state_dict(), MODEL_PATH)\n",
"pred.write_h5ad(pred_path, compression=\"gzip\")\n",
"real.write_h5ad(real_path, compression=\"gzip\")\n",
"metrics.to_csv(metrics_path, index=False)\n",
"aggregate.to_csv(aggregate_path)\n",
"aggregate_summary.to_frame(name=\"value\").to_csv(summary_path)\n",
"history.to_csv(history_path, index=False)\n",
"with config_path.open(\"w\") as f:\n",
" json.dump(config, f, indent=2)\n",
"\n",
"print(\"Aggregate summary:\")\n",
"print(aggregate_summary)\n",
"print(\"\\nSaved:\")\n",
"for path in [MODEL_PATH, pred_path, real_path, metrics_path, aggregate_path, summary_path, history_path, config_path]:\n",
" print(\"-\", path)\n",
"\n",
"metrics.head()\n",
"\n"
]
},
{
"cell_type": "markdown",
"id": "diffusion-viz-eval-md",
"metadata": {},
"source": [
"## Figures — held-out evaluation\n",
"\n",
"Per-perturbation metrics (MSE vs Pearson, ranked Pearson, delta L2, mean vs delta correlation). Seen vs unseen training genes are colored when both cohorts exist.\n"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "diffusion-viz-eval-code",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_fig_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n",
"plot_evaluation_metrics(metrics, tag=_fig_tag, train_genes=train_conditions)\n",
"\n"
]
},
{
"cell_type": "markdown",
"id": "diffusion-extended-bio-md",
"metadata": {},
"source": [
"## Extended biological analysis figures\n",
"\n",
"Additional plots for manuscript-style interpretation: gene-level calibration, MA-style view, perturbation–gene heatmaps, perturbation similarity, cell-space PCA, and error distributions. Requires upstream cells that define `pred`, `real`, `adata`, `metrics`, `control_mean`, and `eval_conditions_to_run`. Figures append to `FIGURE_DIR` with the `bio_` prefix.\n"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "diffusion-extended-bio-code",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n",
"\u001b[0m"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Extended biological figures saved under: /root/final/baseline/outputs/conditional_diffusion_method/figures\n"
]
}
],
"source": [
"! pip install -q scikit-learn\n",
"\n",
"from sklearn.decomposition import PCA\n",
"from scipy import sparse as sp_sparse\n",
"from scipy.cluster import hierarchy\n",
"from scipy.spatial.distance import pdist, squareform\n",
"\n",
"\n",
"def _as_dense_rows(X, max_rows: int | None = None, rng: np.random.Generator | None = None) -> np.ndarray:\n",
" if sp.issparse(X):\n",
" arr = X.toarray()\n",
" else:\n",
" arr = np.asarray(X, dtype=np.float64)\n",
" if max_rows is not None and arr.shape[0] > max_rows:\n",
" rng = rng or np.random.default_rng(0)\n",
" idx = rng.choice(arr.shape[0], size=max_rows, replace=False)\n",
" arr = arr[idx]\n",
" return arr\n",
"\n",
"\n",
"def _group_mean_matrix(\n",
" X,\n",
" obs_series: pd.Series,\n",
" conditions: list[str],\n",
" max_conditions: int = 48,\n",
") -> tuple[np.ndarray, list[str]]:\n",
" rows = []\n",
" labels: list[str] = []\n",
" for c in conditions[:max_conditions]:\n",
" m = obs_series.astype(str).values == c\n",
" if m.sum() < 1:\n",
" continue\n",
" block = X[m]\n",
" if sp.issparse(block):\n",
" v = np.asarray(block.mean(axis=0)).ravel()\n",
" else:\n",
" v = np.asarray(block, dtype=np.float64).mean(axis=0)\n",
" rows.append(v)\n",
" labels.append(c)\n",
" if not rows:\n",
" return np.zeros((0, 0)), []\n",
" return np.stack(rows, axis=0), labels\n",
"\n",
"\n",
"_bio_tag = f\"{SPLIT_STRATEGY}_{EVAL_SPLIT}\"\n",
"_rng_bio = np.random.default_rng(RANDOM_SEED + 8800)\n",
"setup_science_style()\n",
"\n",
"gene_names = np.array(adata.var_names.astype(str))\n",
"ctrl = np.asarray(control_mean, dtype=np.float64).ravel()\n",
"\n",
"real_mean_gene = np.asarray(real.X.mean(axis=0)).ravel()\n",
"pred_mean_gene = np.asarray(pred.X.mean(axis=0)).ravel()\n",
"\n",
"# --- Fig A: global gene-mean calibration (log1p) ---\n",
"fig, ax = plt.subplots(figsize=(3.2, 3.2), constrained_layout=True)\n",
"xr = np.log1p(real_mean_gene)\n",
"xp = np.log1p(pred_mean_gene)\n",
"ax.scatter(xr, xp, s=4, alpha=0.35, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\", rasterized=True)\n",
"lim = [float(np.min([xr.min(), xp.min()])), float(np.max([xr.max(), xp.max()]))]\n",
"ax.plot(lim, lim, ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.9)\n",
"ax.set_xlabel(\"log1p(mean expression), held-out truth\")\n",
"ax.set_ylabel(\"log1p(mean expression), predicted\")\n",
"ax.set_title(\"Gene-wise mean calibration\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_A_gene_mean_calibration_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_A_gene_mean_calibration_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"# --- Fig B: MA-style (mean abundance vs log2 ratio) ---\n",
"eps = 1e-6\n",
"M = 0.5 * (real_mean_gene + pred_mean_gene)\n",
"A = np.log2((pred_mean_gene + eps) / (real_mean_gene + eps))\n",
"ok = np.isfinite(A) & np.isfinite(M)\n",
"fig, ax = plt.subplots(figsize=(3.4, 3.0), constrained_layout=True)\n",
"ax.scatter(M[ok], A[ok], s=3, alpha=0.3, c=SCIENCE_COLORS[\"orange\"], edgecolors=\"none\", rasterized=True)\n",
"ax.axhline(0.0, color=SCIENCE_COLORS[\"gray\"], lw=0.8)\n",
"ax.set_xlabel(\"Mean abundance (avg pred & truth)\")\n",
"ax.set_ylabel(\"log2(pred / truth)\")\n",
"ax.set_title(\"MA-style bias vs abundance\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_B_MA_plot_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_B_MA_plot_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"# --- Fig C: per-gene mean error distribution ---\n",
"ge = pred_mean_gene - real_mean_gene\n",
"fig, ax = plt.subplots(figsize=(3.2, 2.6), constrained_layout=True)\n",
"ax.hist(ge, bins=80, color=SCIENCE_COLORS[\"green\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n",
"ax.axvline(0.0, color=SCIENCE_COLORS[\"dark\"], lw=0.9)\n",
"ax.set_xlabel(\"Pred − truth (gene mean)\")\n",
"ax.set_ylabel(\"Genes\")\n",
"ax.set_title(\"Global gene-level error\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_C_gene_error_hist_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_C_gene_error_hist_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"# --- Fig D–E: perturbation × gene heatmaps (delta vs control, z-scored genes) ---\n",
"R_mat, perts = _group_mean_matrix(real.X, real.obs[\"perturbation_gene\"], eval_conditions_to_run, max_conditions=40)\n",
"P_mat, perts_p = _group_mean_matrix(pred.X, pred.obs[\"perturbation_gene\"], eval_conditions_to_run, max_conditions=40)\n",
"if R_mat.size and P_mat.size and R_mat.shape == P_mat.shape:\n",
" d_real = R_mat - ctrl\n",
" d_pred = P_mat - ctrl\n",
" var_g = np.var(d_real, axis=0)\n",
" top_k = min(60, d_real.shape[1])\n",
" gi = np.argsort(var_g)[-top_k:]\n",
" Z = lambda D: (D[:, gi] - D[:, gi].mean(axis=1, keepdims=True)) / (D[:, gi].std(axis=1, keepdims=True) + 1e-8)\n",
" Zr, Zp = Z(d_real), Z(d_pred)\n",
" for name, Zm in ((\"truth\", Zr), (\"predicted\", Zp)):\n",
" fig, ax = plt.subplots(figsize=(5.5, 4.2), constrained_layout=True)\n",
" im = ax.imshow(Zm, aspect=\"auto\", cmap=\"RdBu_r\", vmin=-2.5, vmax=2.5, interpolation=\"nearest\")\n",
" ax.set_yticks(np.arange(len(perts)))\n",
" ax.set_yticklabels(perts, fontsize=5)\n",
" ax.set_xlabel(\"Genes (high-variance subset, z-scored per perturbation)\")\n",
" ax.set_ylabel(\"Perturbation\")\n",
" ax.set_title(f\"Perturbation effects ({name})\")\n",
" plt.colorbar(im, ax=ax, fraction=0.035, pad=0.02, label=\"Row z-score\")\n",
" fig.savefig(FIGURE_DIR / f\"bio_DE_heatmap_delta_{name}_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" fig.savefig(FIGURE_DIR / f\"bio_DE_heatmap_delta_{name}_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
" plt.show()\n",
"\n",
"# --- Fig F: perturbation–perturbation correlation of delta profiles (truth) ---\n",
"if R_mat.shape[0] >= 3:\n",
" d_real = R_mat - ctrl\n",
" C = np.corrcoef(d_real)\n",
" fig, ax = plt.subplots(figsize=(4.8, 4.2), constrained_layout=True)\n",
" im = ax.imshow(C, cmap=\"RdBu_r\", vmin=-1, vmax=1, aspect=\"auto\")\n",
" ax.set_xticks(np.arange(len(perts)))\n",
" ax.set_xticklabels(perts, rotation=90, fontsize=4.5)\n",
" ax.set_yticks(np.arange(len(perts)))\n",
" ax.set_yticklabels(perts, fontsize=4.5)\n",
" ax.set_title(\"Perturbation similarity (Pearson of Δ vs control)\")\n",
" plt.colorbar(im, ax=ax, fraction=0.046, pad=0.04)\n",
" fig.savefig(FIGURE_DIR / f\"bio_F_perturb_corr_truth_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" fig.savefig(FIGURE_DIR / f\"bio_F_perturb_corr_truth_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
" plt.show()\n",
"\n",
"# --- Fig G: hierarchical clustering on subset of perturbations (truth delta) ---\n",
"if R_mat.shape[0] >= 4:\n",
" d_real = R_mat - ctrl\n",
" sub = min(24, d_real.shape[0])\n",
" cond_dist = pdist(d_real[:sub], metric=\"correlation\")\n",
" y = hierarchy.linkage(cond_dist, method=\"average\")\n",
" order = hierarchy.leaves_list(y)\n",
" labels_sub = [perts[i] for i in order]\n",
" Csub = np.corrcoef(d_real[:sub][order])\n",
" fig, ax = plt.subplots(figsize=(4.5, 4.0), constrained_layout=True)\n",
" im = ax.imshow(Csub, cmap=\"RdBu_r\", vmin=-1, vmax=1)\n",
" ax.set_xticks(np.arange(sub))\n",
" ax.set_xticklabels(labels_sub, rotation=90, fontsize=5)\n",
" ax.set_yticks(np.arange(sub))\n",
" ax.set_yticklabels(labels_sub, fontsize=5)\n",
" ax.set_title(\"Clustered perturbation similarity (subset)\")\n",
" plt.colorbar(im, ax=ax, fraction=0.046, pad=0.04)\n",
" fig.savefig(FIGURE_DIR / f\"bio_G_perturb_corr_clustered_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" fig.savefig(FIGURE_DIR / f\"bio_G_perturb_corr_clustered_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
" plt.show()\n",
"\n",
"# --- Fig H: cell-level PCA (pred vs real, subsampled) ---\n",
"n_sub = min(6000, real.n_obs)\n",
"idx = _rng_bio.choice(real.n_obs, size=n_sub, replace=False) if real.n_obs > n_sub else np.arange(real.n_obs)\n",
"Xr = _as_dense_rows(real.X[idx], max_rows=None)\n",
"Xp = _as_dense_rows(pred.X[idx], max_rows=None)\n",
"lab = real.obs[\"perturbation_gene\"].astype(str).iloc[idx].to_numpy()\n",
"uniq = np.unique(lab)\n",
"if len(uniq) > 24:\n",
" keep = set(_rng_bio.choice(uniq, size=24, replace=False))\n",
" mask = np.array([g in keep for g in lab])\n",
" idx = idx[mask]\n",
" Xr, Xp, lab = Xr[mask], Xp[mask], lab[mask]\n",
"Z = np.vstack([Xr, Xp])\n",
"pca = PCA(n_components=2, random_state=RANDOM_SEED)\n",
"Z2 = pca.fit_transform(Z)\n",
"nr = int(Xr.shape[0])\n",
"Z_truth = Z2[:nr]\n",
"Z_pred = Z2[nr:]\n",
"fig, axes = plt.subplots(1, 2, figsize=(6.8, 3.0), constrained_layout=True)\n",
"for ax, name, Zpart in zip(axes, [\"truth\", \"pred\"], [Z_truth, Z_pred]):\n",
" for j, g in enumerate(np.unique(lab)):\n",
" m = lab == g\n",
" if not m.any():\n",
" continue\n",
" ax.scatter(Zpart[m, 0], Zpart[m, 1], s=3, alpha=0.45, label=g if j < 12 else None)\n",
" ax.set_title(f\"PCA — {name}\")\n",
" ax.set_xlabel(\"PC1\")\n",
" ax.set_ylabel(\"PC2\")\n",
"axes[0].legend(bbox_to_anchor=(1.02, 1), loc=\"upper left\", fontsize=5, markerscale=2)\n",
"fig.suptitle(\"Expression PCA (subsampled cells)\", y=1.02)\n",
"fig.savefig(FIGURE_DIR / f\"bio_H_cell_PCA_truth_pred_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_H_cell_PCA_truth_pred_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"# --- Fig I: per-cell L2 error distribution ---\n",
"diff = _as_dense_rows(pred.X[idx], max_rows=None) - _as_dense_rows(real.X[idx], max_rows=None)\n",
"l2 = np.linalg.norm(diff, axis=1)\n",
"fig, ax = plt.subplots(figsize=(3.2, 2.6), constrained_layout=True)\n",
"ax.hist(l2, bins=60, color=SCIENCE_COLORS[\"magenta\"], alpha=0.88, edgecolor=\"white\", linewidth=0.3)\n",
"ax.set_xlabel(\"L2(pred − truth) per cell\")\n",
"ax.set_ylabel(\"Cells\")\n",
"ax.set_title(\"Cell-level reconstruction error\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_I_cell_L2_error_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_I_cell_L2_error_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"# --- Fig J: metrics overview (ridge / strip) ---\n",
"if len(metrics) > 0:\n",
" fig, axes = plt.subplots(2, 2, figsize=(6.0, 4.8), constrained_layout=True)\n",
" axes[0, 0].scatter(metrics[\"mse_mean\"], metrics[\"pearson_mean\"], s=12, alpha=0.65, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\")\n",
" axes[0, 0].set_xlabel(\"MSE (means)\")\n",
" axes[0, 0].set_ylabel(\"Pearson r\")\n",
" axes[0, 1].scatter(metrics[\"n_cells\"], metrics[\"delta_l2\"], s=12, alpha=0.65, c=SCIENCE_COLORS[\"green\"], edgecolors=\"none\")\n",
" axes[0, 1].set_xlabel(\"Cells per perturbation\")\n",
" axes[0, 1].set_ylabel(\"Delta L2\")\n",
" axes[1, 0].hist(metrics[\"pearson_delta\"].dropna(), bins=40, color=SCIENCE_COLORS[\"orange\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n",
" axes[1, 0].set_xlabel(\"Pearson r (delta)\")\n",
" axes[1, 0].set_ylabel(\"Perturbations\")\n",
" axes[1, 1].hist(metrics[\"mae_mean\"], bins=40, color=SCIENCE_COLORS[\"blue\"], alpha=0.85, edgecolor=\"white\", linewidth=0.3)\n",
" axes[1, 1].set_xlabel(\"MAE (means)\")\n",
" axes[1, 1].set_ylabel(\"Perturbations\")\n",
" fig.suptitle(\"Perturbation-level metric panels\", y=1.02)\n",
" fig.savefig(FIGURE_DIR / f\"bio_J_metric_panels_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
" fig.savefig(FIGURE_DIR / f\"bio_J_metric_panels_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
" plt.show()\n",
"\n",
"# --- Fig K: high cell-wise variance genes — pred vs truth scatter ---\n",
"if sp.issparse(real.X):\n",
" mu = np.asarray(real.X.mean(axis=0)).ravel()\n",
" mu2 = np.asarray(real.X.power(2).mean(axis=0)).ravel()\n",
" var_per_gene = mu2 - mu**2\n",
"else:\n",
" var_per_gene = np.var(np.asarray(real.X, dtype=np.float64), axis=0)\n",
"top_idx = np.argsort(var_per_gene)[-12:][::-1]\n",
"fig, axes = plt.subplots(3, 4, figsize=(7.2, 5.4), constrained_layout=True)\n",
"axes = axes.ravel()\n",
"for ax, gi in zip(axes, top_idx):\n",
" if sp.issparse(real.X):\n",
" vr = real.X[:, gi].toarray().ravel()\n",
" else:\n",
" vr = np.asarray(real.X[:, gi], dtype=np.float64).ravel()\n",
" if sp.issparse(pred.X):\n",
" vp = pred.X[:, gi].toarray().ravel()\n",
" else:\n",
" vp = np.asarray(pred.X[:, gi], dtype=np.float64).ravel()\n",
" if vr.size > 8000:\n",
" si = _rng_bio.choice(vr.size, size=8000, replace=False)\n",
" vr, vp = vr[si], vp[si]\n",
" ax.scatter(vr, vp, s=2, alpha=0.25, c=SCIENCE_COLORS[\"blue\"], edgecolors=\"none\", rasterized=True)\n",
" lim = [min(vr.min(), vp.min()), max(vr.max(), vp.max())]\n",
" ax.plot(lim, lim, ls=\"--\", color=SCIENCE_COLORS[\"gray\"], lw=0.7)\n",
" ax.set_title(gene_names[gi], fontsize=7)\n",
" ax.set_xlabel(\"Truth\", fontsize=6)\n",
" ax.set_ylabel(\"Pred\", fontsize=6)\n",
"fig.suptitle(\"High-variance genes: cell-level pred vs truth\", y=1.01)\n",
"fig.savefig(FIGURE_DIR / f\"bio_K_topvar_gene_scatters_{_bio_tag}.pdf\", bbox_inches=\"tight\", facecolor=\"white\")\n",
"fig.savefig(FIGURE_DIR / f\"bio_K_topvar_gene_scatters_{_bio_tag}.png\", bbox_inches=\"tight\", facecolor=\"white\", dpi=300)\n",
"plt.show()\n",
"\n",
"print(\"Extended biological figures saved under:\", FIGURE_DIR)\n",
"\n"
]
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