{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "Bd_ODbdjdz96" }, "source": [ "## Gene Imputation (2D)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The example data used for this tutorial can be downloaded from:\n", "\n", "https://drive.google.com/file/d/16yGWgy4CUiEZG6yOz9XJzWCOdthx_Qy5/view?usp=sharing" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "adqdGghQgZPG", "outputId": "7a6293fb-dbf5-4bca-b180-66f3fdc57883" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cloning into 'UniST'...\n", "remote: Enumerating objects: 324, done.\u001b[K\n", "remote: Counting objects: 100% (324/324), done.\u001b[K\n", "remote: Compressing objects: 100% (288/288), done.\u001b[K\n", "remote: Total 324 (delta 114), reused 182 (delta 30), pack-reused 0 (from 0)\u001b[K\n", "Receiving objects: 100% (324/324), 7.41 MiB | 16.28 MiB/s, done.\n", "Resolving deltas: 100% (114/114), done.\n", "/content/UniST\n" ] } ], "source": [ "!git clone https://github.com/lanshui98/UniST.git\n", "%cd UniST" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "FEfv6y8KgbNv", "outputId": "1253d4e9-7b3a-4d7e-b286-9de325795a32" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: torch>=1.8.0 in /usr/local/lib/python3.12/dist-packages (from -r requirements.txt (line 5)) (2.9.0+cu128)\n", "Collecting einops==0.7.0 (from -r requirements.txt (line 6))\n", " Downloading einops-0.7.0-py3-none-any.whl.metadata (13 kB)\n", "Requirement already satisfied: tensorflow>=2.16.0 in /usr/local/lib/python3.12/dist-packages (from -r requirements.txt (line 7)) (2.19.0)\n", "Collecting lightning>=2.0.0 (from -r requirements.txt (line 8))\n", " Downloading lightning-2.6.1-py3-none-any.whl.metadata (44 kB)\n", "\u001b[?25l \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m 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Uninstalling ipywidgets-7.7.1:\n", " Successfully uninstalled ipywidgets-7.7.1\n", "Successfully installed addict-2.4.0 anndata-0.12.10 array-api-compat-1.13.0 comm-0.2.3 configargparse-1.7.1 cyclopts-4.5.1 dash-4.0.0 donfig-0.8.1.post1 einops-0.7.0 fast-array-utils-1.3.1 ipywidgets-8.1.8 jedi-0.19.2 legacy-api-wrap-1.5 lightning-2.6.1 lightning-utilities-0.15.2 ninja-1.13.0 numcodecs-0.16.5 open3d-0.19.0 pyquaternion-0.9.9 pytorch-lightning-2.6.1 pyvista-0.47.0 retrying-1.4.2 rich-rst-1.3.2 scanpy-1.12 session-info2-0.4 torchmetrics-1.8.2 vtk-9.5.2 widgetsnbextension-4.0.15 zarr-3.1.5\n" ] } ], "source": [ "!pip install -r requirements.txt" ] }, { "cell_type": "markdown", "metadata": { "id": "yImS31LmhP2B" }, "source": [ "Note the the spatial information should be at adata.obsm['spatial'];\n", "\n", "Put the adata under external/SUICA_pro/data/." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "DORuz1HsdmGV", "outputId": "a1982577-df72-4ace-aa87-e8cf97715baa" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "/content/UniST/external/SUICA_pro\n" ] } ], "source": [ "%cd external/SUICA_pro" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "aXERUmffn7ym", "outputId": "a0ad6046-77b9-46d6-df10-87cc649b002f" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Requirement already satisfied: scanpy in /usr/local/lib/python3.12/dist-packages (1.12)\n", "Requirement already satisfied: anndata>=0.10.8 in /usr/local/lib/python3.12/dist-packages (from scanpy) (0.12.10)\n", "Requirement already satisfied: fast-array-utils>=1.2.1 in /usr/local/lib/python3.12/dist-packages (from fast-array-utils[accel,sparse]>=1.2.1->scanpy) (1.3.1)\n", "Requirement already satisfied: h5py>=3.11 in /usr/local/lib/python3.12/dist-packages (from scanpy) (3.15.1)\n", "Requirement already satisfied: joblib in 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(1.4.9)\n", "Requirement already satisfied: pillow>=8 in /usr/local/lib/python3.12/dist-packages (from matplotlib>=3.9->scanpy) (11.3.0)\n", "Requirement already satisfied: pyparsing>=2.3.1 in /usr/local/lib/python3.12/dist-packages (from matplotlib>=3.9->scanpy) (3.3.2)\n", "Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.12/dist-packages (from matplotlib>=3.9->scanpy) (2.9.0.post0)\n", "Requirement already satisfied: llvmlite<0.44,>=0.43.0dev0 in /usr/local/lib/python3.12/dist-packages (from numba>=0.60->scanpy) (0.43.0)\n", "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.12/dist-packages (from pandas>=2.2.2->scanpy) (2025.2)\n", "Requirement already satisfied: tzdata>=2022.7 in /usr/local/lib/python3.12/dist-packages (from pandas>=2.2.2->scanpy) (2025.3)\n", "Requirement already satisfied: threadpoolctl>=3.1.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn>=1.4.2->scanpy) (3.6.0)\n", "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.12/dist-packages (from python-dateutil>=2.7->matplotlib>=3.9->scanpy) (1.17.0)\n", "Requirement already satisfied: donfig>=0.8 in /usr/local/lib/python3.12/dist-packages (from zarr!=3.0.*,>=2.18.7->anndata>=0.10.8->scanpy) (0.8.1.post1)\n", "Requirement already satisfied: google-crc32c>=1.5 in /usr/local/lib/python3.12/dist-packages (from zarr!=3.0.*,>=2.18.7->anndata>=0.10.8->scanpy) (1.8.0)\n", "Requirement already satisfied: numcodecs>=0.14 in /usr/local/lib/python3.12/dist-packages (from zarr!=3.0.*,>=2.18.7->anndata>=0.10.8->scanpy) (0.16.5)\n", "Requirement already satisfied: pyyaml in /usr/local/lib/python3.12/dist-packages (from donfig>=0.8->zarr!=3.0.*,>=2.18.7->anndata>=0.10.8->scanpy) (6.0.3)\n" ] } ], "source": [ "! pip install scanpy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Read the Data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "id": "6q386eHrn5rK" }, "outputs": [], "source": [ "import scanpy as sc" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "id": "OAPmtf5knm3I" }, "outputs": [], "source": [ "adata_path = 'data/slice_440.h5ad'\n", "a = sc.read(adata_path)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "H3Rrw2B_oHct", "outputId": "2d3ea5cc-b48e-4611-e6b4-24d0aa645a1b" }, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 8382 × 17649\n", " obs: 'area', 'n_genes_by_counts', 'total_counts', 'total_counts_mt', 'pct_counts_mt', 'n_counts'\n", " obsm: 'X_pca', 'bbox', 'spatial'" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a" ] }, { "cell_type": "markdown", "metadata": { "id": "QIstKoC2pKFg" }, "source": [ "##### Visulize gene expression" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "bEQlFFX5pLyH", "outputId": "b324ef2e-56c2-42c8-b9bb-ad4c2c87f7ef" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "# Extract coordinates and gene expression values\n", "coordinates = a.obsm['spatial'][:, 0:2]\n", "\n", "# Handle sparse matrix for gene expression values\n", "if hasattr(a.X, \"tocsc\"): # check if sparse\n", " values = a.X[:, 8293].toarray().flatten()\n", "else:\n", " values = a.X[:, 8293]\n", "\n", "n_points = coordinates.shape[0]\n", "\n", "# Visualization\n", "plt.figure(figsize=(6, 6))\n", "plt.scatter(coordinates[:, 0], coordinates[:, 1], c=values, cmap='viridis_r', s=1, alpha=0.7)\n", "plt.xlabel('X')\n", "plt.ylabel('Y')\n", "plt.title(f\"Expression of gene Hba-x, slice 440\")\n", "plt.axis('equal')\n", "plt.colorbar(label='Expression Level')\n", "#plt.savefig('slice440_Hba-x.png', format='png', dpi=300)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "Z4eukB66qghB" }, "source": [ "### Step1: Train GAE" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "9SKk2VX0gnxV", "outputId": "b4cd491d-fc9c-4324-a52b-d56498e18909" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "./configs/ST/embedder_gae.yaml\n", "\u001b[31mCurrent Configs:\u001b[0m\n", "\u001b[1m{\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'case'\u001b[0m: \u001b[32m'2d'\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'dataset'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'type'\u001b[0m: \u001b[32m'GraphST2D'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'data_file'\u001b[0m: \u001b[32m'data/slice_440.h5ad'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'val_proportion'\u001b[0m: \u001b[1;36m0.2\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'keep_ratio'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'n_neighbors'\u001b[0m: \u001b[1;36m4\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'require_coordnorm'\u001b[0m: \u001b[3;92mTrue\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'pipeline'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'embedder'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'model'\u001b[0m: \u001b[32m'GAE'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_hidden'\u001b[0m: \u001b[1m[\u001b[0m\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m2048\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m512\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m128\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[1m]\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_latent'\u001b[0m: \u001b[1;36m64\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'optimization'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'seed'\u001b[0m: \u001b[1;36m8848\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'epochs'\u001b[0m: \u001b[1;36m1000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'lr'\u001b[0m: \u001b[1;36m1e-05\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'val_freq'\u001b[0m: \u001b[1;36m50\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'logs'\u001b[0m: \u001b[32m'logs/GAE-2D/2d'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'batch_size'\u001b[0m: \u001b[1;36m512\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'predict_mode'\u001b[0m: \u001b[32m'all'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'embedded_data'\u001b[0m: \u001b[32m'embedded-all.h5ad'\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "[CONF] conf = /content/UniST/external/SUICA_pro/configs/ST/embedder_gae.yaml\n", "[CONF] datafile = /content/UniST/external/SUICA_pro/data/slice_440.h5ad\n", "[CONF] logs_dir = /content/UniST/external/SUICA_pro/logs/GAE-2D/2d\n", "Seed set to 8848\n", "/usr/local/lib/python3.12/dist-packages/torch/__init__.py:1617: UserWarning: Please use the new API settings to control TF32 behavior, such as torch.backends.cudnn.conv.fp32_precision = 'tf32' or torch.backends.cuda.matmul.fp32_precision = 'ieee'. Old settings, e.g, torch.backends.cuda.matmul.allow_tf32 = True, torch.backends.cudnn.allow_tf32 = True, allowTF32CuDNN() and allowTF32CuBLAS() will be deprecated after Pytorch 2.9. Please see https://pytorch.org/docs/main/notes/cuda.html#tensorfloat-32-tf32-on-ampere-and-later-devices (Triggered internally at /pytorch/aten/src/ATen/Context.cpp:80.)\n", " _C._set_float32_matmul_precision(precision)\n", "\u001b[1;36m6705\u001b[0m \u001b[1;36m1677\u001b[0m\n", "val_idx\u001b[1m[\u001b[0m:\u001b[1;36m10\u001b[0m\u001b[1m]\u001b[0m=\u001b[1m[\u001b[0m\u001b[1;36m3637\u001b[0m, \u001b[1;36m1964\u001b[0m, \u001b[1;36m1408\u001b[0m, \u001b[1;36m7304\u001b[0m, \u001b[1;36m7282\u001b[0m, \u001b[1;36m1721\u001b[0m, \u001b[1;36m4720\u001b[0m, \u001b[1;36m7473\u001b[0m, \u001b[1;36m964\u001b[0m, \u001b[1;36m4825\u001b[0m\u001b[1m]\u001b[0m\n", "/content/UniST/external/SUICA_pro/datasets.py:516: ImplicitModificationWarning: Trying to modify attribute `.obsm` of view, initializing view as actual.\n", " self.coordinates[:,0] = (self.coordinates[:,0] - x_min) / x_range\n", "/content/UniST/external/SUICA_pro/datasets.py:518: ImplicitModificationWarning: Trying to modify attribute `.obsm` of view, initializing view as actual.\n", " self.coordinates[:,1] = (self.coordinates[:,1] - y_min) / y_range\n", "/content/UniST/external/SUICA_pro/datasets.py:516: ImplicitModificationWarning: Trying to modify attribute `.obsm` of view, initializing view as actual.\n", " self.coordinates[:,0] = (self.coordinates[:,0] - x_min) / x_range\n", "/content/UniST/external/SUICA_pro/datasets.py:518: ImplicitModificationWarning: Trying to modify attribute `.obsm` of view, initializing view as actual.\n", " self.coordinates[:,1] = (self.coordinates[:,1] - y_min) / y_range\n", "/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: UserWarning: This DataLoader will create 18 worker processes in total. Our suggested max number of worker in current system is 12, which is smaller than what this DataLoader is going to create. Please be aware that excessive worker creation might get DataLoader running slow or even freeze, lower the worker number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "2026-02-10 22:29:15.118362: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", "2026-02-10 22:29:15.135094: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:467] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", "E0000 00:00:1770762555.154251 16319 cuda_dnn.cc:8579] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", "E0000 00:00:1770762555.161560 16319 cuda_blas.cc:1407] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", "W0000 00:00:1770762555.180699 16319 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770762555.180725 16319 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770762555.180729 16319 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770762555.180731 16319 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "2026-02-10 22:29:15.185638: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", "GPU available: True (cuda), used: True\n", "TPU available: False, using: 0 TPU cores\n", "💡 Tip: For seamless cloud logging and experiment tracking, try installing [litlogger](https://pypi.org/project/litlogger/) to enable LitLogger, which logs metrics and artifacts automatically to the Lightning Experiments platform.\n", "You are using a CUDA device ('NVIDIA A100-SXM4-40GB') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n", "LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "┏━━━┳━━━━━━━━━━━━━━━┳━━━━━━┳━━━━━━━━┳━━━━━━━┳━━━━━━━┓\n", "┃\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mName \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mType\u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mParams\u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mMode \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mFLOPs\u001b[0m\u001b[1;35m \u001b[0m┃\n", "┡━━━╇━━━━━━━━━━━━━━━╇━━━━━━╇━━━━━━━━╇━━━━━━━╇━━━━━━━┩\n", "│\u001b[2m \u001b[0m\u001b[2m0\u001b[0m\u001b[2m \u001b[0m│ fitting_model │ GAE │ 74.6 M │ train │ 0 │\n", "└───┴───────────────┴──────┴────────┴───────┴───────┘\n", "\u001b[1mTrainable params\u001b[0m: 74.6 M \n", "\u001b[1mNon-trainable params\u001b[0m: 0 \n", "\u001b[1mTotal params\u001b[0m: 74.6 M \n", "\u001b[1mTotal estimated model params size (MB)\u001b[0m: 298 \n", "\u001b[1mModules in train mode\u001b[0m: 26 \n", "\u001b[1mModules in eval mode\u001b[0m: 0 \n", "\u001b[1mTotal FLOPs\u001b[0m: 0 \n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.028083937242627144\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.7222709655761719\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.07008925825357437\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.899291038513184\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14427080750465393\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.04632988\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.4095784\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m87.34438\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.497095889794876\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.00021684644\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m-0.0012409286483568336\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.013973423\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.013366765028195914\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for training.\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 49/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 49/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 49/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.029639828950166702\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.522835612297058\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.060804177075624466\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.905801773071289\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.1431884765625\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31824356\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.44534045\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.23616\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8071045249447657\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30976525\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14675876537935323\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19899252\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.13719981057302652\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 99/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 99/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 99/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.030393056571483612\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5173572301864624\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.060910664498806\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.886770248413086\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14323948323726654\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3218206\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.44557717\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.01856\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8030794786604388\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31330216\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1494861487532204\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.20012583\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14252946805711664\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 149/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 149/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 149/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.029320217669010162\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5355247259140015\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.061091333627700806\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.95554780960083\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14330101013183594\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.32103342\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.43635625\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.067764\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8072152885398143\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31247544\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.15087799625514137\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19976543\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14402902884770022\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 199/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 199/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 199/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.03034846857190132\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5174301862716675\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06109563633799553\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.891817092895508\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14330480992794037\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3231247\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.44093636\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m70.93985\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8142766937236496\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31467605\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.15399071242432696\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.20048651\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1438991809525124\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 249/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 249/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 249/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.03007148765027523\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5170608758926392\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06119992956519127\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.895423889160156\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14334069192409515\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3218703\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.43794894\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.0178\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8313530111128634\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31353167\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.15950158128502934\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19990644\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14589835398649542\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 299/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 299/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 299/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02915032021701336\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5230721235275269\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.061537064611911774\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.921195983886719\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14349360764026642\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31731674\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.4291934\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.29776\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8600320503743273\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30927128\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.16666608762419458\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19841315\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14727969568448404\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 349/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 349/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 349/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02959413081407547\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5166385173797607\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.061724793165922165\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.901226043701172\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14362160861492157\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.31543517\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.42918235\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.41383\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8709318204821506\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30740613\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.16945093142722298\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19596536\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14584184640389625\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 399/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 399/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 399/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02896631695330143\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5210232734680176\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06185933202505112\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.913853645324707\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14370954036712646\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3123556\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.42315567\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.60048\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.8866406196547326\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3046314\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1737976001047576\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19617787\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1471115017211118\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 449/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 449/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 449/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.028319593518972397\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5265610218048096\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.062094103544950485\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.934778213500977\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14382480084896088\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30782494\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.41729882\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m71.8792\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.901905085351709\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30036226\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.17734303424187287\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19404253\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14693384021629097\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 499/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 499/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 499/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.027380086481571198\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5379695892333984\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06242884323000908\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m4.977259635925293\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.1439480185508728\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.30068845\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.40648776\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m72.30999\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9166496347000109\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.29356638\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1819286545124142\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1913012\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1466541880243045\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 549/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.16it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 549/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.16it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 549/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.16it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.027036204934120178\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5434268712997437\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06277874112129211\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.00020694732666\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.1441282331943512\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2925464\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.39768386\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m72.79444\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9267387278999227\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28576452\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18216221180758593\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18781704\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1417430201185983\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 599/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 599/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 599/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.027154333889484406\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5423911809921265\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.0629739835858345\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.005171298980713\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.144180566072464\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.29276124\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.39701024\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m72.79195\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9300722482925716\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28582567\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.184738354490406\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18552475\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14219993533833666\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 649/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 649/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 649/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.027094826102256775\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5422779321670532\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06326215714216232\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.008144378662109\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14428547024726868\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.29089102\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3932744\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m72.90521\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9347183953696802\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2841145\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18684038168519324\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18491563\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14270913433917304\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 699/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 699/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 699/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.17it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02682727761566639\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5453301668167114\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06334993243217468\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.0213303565979\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14430907368659973\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2884502\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.39061114\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.05527\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9397320961509772\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28174844\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18878563888875197\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18372907\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14175068963837717\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 749/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 749/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 749/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.026957865804433823\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.542768120765686\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06357229501008987\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.011989593505859\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14440415799617767\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.288576\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.38965374\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.04668\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9418707716453445\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2820041\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18942662889573197\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18454649\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1420135173670543\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 799/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 799/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 799/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.21it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.026840120553970337\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5448095798492432\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06366516649723053\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.022266864776611\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14446642994880676\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28718692\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.38682854\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.13253\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.945434512677269\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2806806\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19066986782705772\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18386592\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14018593419688083\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 849/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 849/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 849/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.20it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.026184504851698875\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5530517101287842\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.0637301653623581\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.053819179534912\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14446799457073212\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28274015\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.37981784\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.40073\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9498157420654428\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.27645215\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19197728158128463\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1816219\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.13969355386051974\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 899/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 899/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 899/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02686235122382641\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5426524877548218\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06416705995798111\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.022475242614746\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14464764297008514\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28372008\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.38507763\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.34439\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9501635304569747\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.27737164\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19326709239351259\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1820783\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.13895742027556515\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 949/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 949/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 949/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.19it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02628360688686371\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5502204895019531\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.0640205591917038\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.046116828918457\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.1445959359407425\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.2825891\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.37997043\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.41318\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9532520158913278\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.27639192\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.1942360538665618\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18236578\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.14020226226504764\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/torch/utils/data/dataloader.py:627: \n", "UserWarning: This DataLoader will create 18 worker processes in total. Our \n", "suggested max number of worker in current system is 12, which is smaller than \n", "what this DataLoader is going to create. Please be aware that excessive worker \n", "creation might get DataLoader running slow or even freeze, lower the worker \n", "number to avoid potential slowness/freeze if necessary.\n", " warnings.warn(\n", "\u001b[2KExtra variable passed to LightningModule for validation.\n", "\u001b[2KEpoch 999/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 999/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K\u001b[1A\u001b[2KEpoch 999/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[2K/content/UniST/external/SUICA_pro/utils.py:111: UserWarning: No data for \n", "colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", " ax.scatter(x, y, c=z_norm, s=spot_size, cmap=cmap)\n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val/mean_absolute_error'\u001b[0m: \u001b[1;36m0.02662677876651287\u001b[0m,\n", " \u001b[32m'val/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m1.5443346500396729\u001b[0m,\n", " \u001b[32m'val/mean_squared_error'\u001b[0m: \u001b[1;36m0.06423915922641754\u001b[0m,\n", " \u001b[32m'val/mean_squared_error_mask'\u001b[0m: \u001b[1;36m5.029016017913818\u001b[0m,\n", " \u001b[32m'val/root_mean_squared_error'\u001b[0m: \u001b[1;36m0.14470060169696808\u001b[0m,\n", " \u001b[32m'val/cosine_similarity'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.28242445\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.3837467\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m73.428185\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/iou'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9540528620483256\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.27614704\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.19516697390749269\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.18025337\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.13865657675801757\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "Epoch 999/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m`Trainer.fit` stopped: `max_epochs=1000` reached.\n", "\u001b[2KEpoch 999/999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 14/14 \u001b[2m0:00:07 • 0:00:00\u001b[0m \u001b[2;4m2.18it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[?25hLOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "/usr/local/lib/python3.12/dist-packages/lightning/pytorch/trainer/connectors/data_connector.py:434: The 'predict_dataloader' does not have many workers which may be a bottleneck. Consider increasing the value of the `num_workers` argument` to `num_workers=11` in the `DataLoader` to improve performance.\n", "Extra variable passed to LightningModule for prediction.\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/lightning/pytorch/loops/prediction_loop.\n", "py:257: predict returned None if it was on purpose, ignore this warning...\n", "\u001b[2KWriting to \n", "\u001b[35m/content/UniST/external/SUICA_pro/logs/GAE-2D/2d/lightning_logs/version_0/\u001b[0m\u001b[95membedd\u001b[0m\n", "\u001b[95med-all.h5ad\u001b[0m \u001b[33m...\u001b[0m It may take some time \u001b[33m...\u001b[0m\n", "\u001b[2KPredicting \u001b[35m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m 17/17 \u001b[2m0:00:01 • 0:00:00\u001b[0m \u001b[2;4m10.59it/s\u001b[0m \n", "\u001b[?25h\u001b[31mCurrent Configs:\u001b[0m\n", "\u001b[1m{\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'case'\u001b[0m: \u001b[32m'2d'\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'dataset'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'type'\u001b[0m: \u001b[32m'GraphST2D'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'data_file'\u001b[0m: \u001b[32m'/content/UniST/external/SUICA_pro/data/slice_440.h5ad'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'val_proportion'\u001b[0m: \u001b[1;36m0.2\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'keep_ratio'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'n_neighbors'\u001b[0m: \u001b[1;36m4\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'require_coordnorm'\u001b[0m: \u001b[3;92mTrue\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'pipeline'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'embedder'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'model'\u001b[0m: \u001b[32m'GAE'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_hidden'\u001b[0m: \u001b[1m[\u001b[0m\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m2048\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m512\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[1;36m128\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[1m]\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_latent'\u001b[0m: \u001b[1;36m64\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_in'\u001b[0m: \u001b[1;36m17649\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'optimization'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'seed'\u001b[0m: \u001b[1;36m8848\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'epochs'\u001b[0m: \u001b[1;36m1000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'lr'\u001b[0m: \u001b[1;36m1e-05\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'val_freq'\u001b[0m: \u001b[1;36m50\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'logs'\u001b[0m: \u001b[32m'/content/UniST/external/SUICA_pro/logs/GAE-2D/2d'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'batch_size'\u001b[0m: \u001b[1;36m512\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'predict_mode'\u001b[0m: \u001b[32m'all'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'embedded_data'\u001b[0m: \u001b[32m'embedded-all.h5ad'\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[1m}\u001b[0m\n" ] } ], "source": [ "!python train.py --mode embedder --conf ./configs/ST/embedder_gae.yaml" ] }, { "cell_type": "markdown", "metadata": { "id": "qSB7P_DNJ7gz" }, "source": [ "#### Visulize latent space" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "E9I98Ia2vCbt" }, "outputs": [], "source": [ "emb = sc.read('/content/UniST/external/SUICA_pro/logs/GAE-2D/2d/lightning_logs/version_0/embedded-all.h5ad')" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "RN8wICGswDrb", "outputId": "160363d1-5f15-4785-8a7b-717c42af8a64" }, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 8382 × 17649\n", " obsm: 'embeddings', 'spatial'" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "emb" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 233 }, "id": "cIP3UbUZwEeB", "outputId": "63368a01-cab1-41b8-e3c9-7959adb1b450" }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "\n", "embeddings = emb.obsm[\"embeddings\"]\n", "spatial = emb.obsm[\"spatial\"]\n", "\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 3))\n", "\n", "for idx, dim in enumerate(range(3)): # first three\n", " sc = axes[idx].scatter(\n", " spatial[:, 0],\n", " spatial[:, 1],\n", " c=embeddings[:, dim],\n", " cmap=\"viridis\",\n", " s=0.8\n", " )\n", " axes[idx].set_title(f\"Embedding dim {dim+1}\")\n", " plt.colorbar(sc, ax=axes[idx], fraction=0.046)\n", "\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "Z9zXPKv0xgyh" }, "source": [ "### Step2: Train INR + fine-tune GAE" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ripvVVvpxXM1", "outputId": "1ca82a88-5e1c-4728-b61c-393ef9dc7869" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "./configs/ST/inr_embd.yaml\n", "\u001b[31mCurrent Configs:\u001b[0m\n", "\u001b[1m{\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'case'\u001b[0m: \u001b[32m'2d'\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'dataset'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'type'\u001b[0m: \u001b[32m'ST2D'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'data_file'\u001b[0m: \u001b[32m'logs/GAE-2D/2d/lightning_logs/version_0/embedded-all.h5ad'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'val_proportion'\u001b[0m: \u001b[1;36m0.2\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'keep_ratio'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'require_coordnorm'\u001b[0m: \u001b[3;91mFalse\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'pipeline'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'target'\u001b[0m: \u001b[32m'embeddings'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'inr'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'model'\u001b[0m: \u001b[32m'FFN'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'num_hidden_layers'\u001b[0m: \u001b[1;36m3\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'num_hidden_features'\u001b[0m: \u001b[1;36m2048\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'phase'\u001b[0m: \u001b[1;36m1000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'decoder'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'ckpt'\u001b[0m: \u001b[32m'logs/GAE-2D/2d/lightning_logs/version_0/checkpoints/last.ckpt'\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'recon_loss'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'finetune'\u001b[0m: \u001b[3;92mTrue\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'optimization'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'seed'\u001b[0m: \u001b[1;36m8848\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'epochs'\u001b[0m: \u001b[1;36m2000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'lr'\u001b[0m: \u001b[1;36m0.0001\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'val_freq'\u001b[0m: \u001b[1;36m200\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'logs'\u001b[0m: \u001b[32m'logs/GAE+FFN-2D/2d'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'batch_size'\u001b[0m: \u001b[1;36m5000\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'predict_mode'\u001b[0m: \u001b[32m'val'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'reconstructed_data'\u001b[0m: \u001b[32m'reconstructed-val.h5ad'\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "[CONF] conf = /content/UniST/external/SUICA_pro/configs/ST/inr_embd.yaml\n", "[CONF] datafile = /content/UniST/external/SUICA_pro/logs/GAE-2D/2d/lightning_logs/version_0/embedded-all.h5ad\n", "[CONF] logs_dir = /content/UniST/external/SUICA_pro/logs/GAE+FFN-2D/2d\n", "Seed set to 8848\n", "/usr/local/lib/python3.12/dist-packages/torch/__init__.py:1617: UserWarning: Please use the new API settings to control TF32 behavior, such as torch.backends.cudnn.conv.fp32_precision = 'tf32' or torch.backends.cuda.matmul.fp32_precision = 'ieee'. Old settings, e.g, torch.backends.cuda.matmul.allow_tf32 = True, torch.backends.cudnn.allow_tf32 = True, allowTF32CuDNN() and allowTF32CuBLAS() will be deprecated after Pytorch 2.9. Please see https://pytorch.org/docs/main/notes/cuda.html#tensorfloat-32-tf32-on-ampere-and-later-devices (Triggered internally at /pytorch/aten/src/ATen/Context.cpp:80.)\n", " _C._set_float32_matmul_precision(precision)\n", "Fitting ST \u001b[3;31membeddings\u001b[0m with INR \u001b[33m...\u001b[0m\n", "\u001b[1;36m6705\u001b[0m \u001b[1;36m1677\u001b[0m\n", "val_idx\u001b[1m[\u001b[0m:\u001b[1;36m10\u001b[0m\u001b[1m]\u001b[0m=\u001b[1m[\u001b[0m\u001b[1;36m3637\u001b[0m, \u001b[1;36m1964\u001b[0m, \u001b[1;36m1408\u001b[0m, \u001b[1;36m7304\u001b[0m, \u001b[1;36m7282\u001b[0m, \u001b[1;36m1721\u001b[0m, \u001b[1;36m4720\u001b[0m, \u001b[1;36m7473\u001b[0m, \u001b[1;36m964\u001b[0m, \u001b[1;36m4825\u001b[0m\u001b[1m]\u001b[0m\n", "\u001b[33mwith pretrained decoder\u001b[0m\n", "GPU available: True (cuda), used: True\n", "TPU available: False, using: 0 TPU cores\n", "💡 Tip: For seamless cloud logging and experiment tracking, try installing [litlogger](https://pypi.org/project/litlogger/) to enable LitLogger, which logs metrics and artifacts automatically to the Lightning Experiments platform.\n", "You are using a CUDA device ('NVIDIA A100-SXM4-40GB') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n", "2026-02-11 03:58:16.666655: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", "2026-02-11 03:58:16.683301: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:467] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", "E0000 00:00:1770782296.702933 11867 cuda_dnn.cc:8579] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", "E0000 00:00:1770782296.709197 11867 cuda_blas.cc:1407] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", "W0000 00:00:1770782296.725718 11867 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770782296.725745 11867 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770782296.725748 11867 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770782296.725750 11867 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "2026-02-11 03:58:16.730705: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", "LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "┏━━━┳━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━┳━━━━━━━┳━━━━━━━┓\n", "┃\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mName \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mType \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mParams\u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mMode \u001b[0m\u001b[1;35m \u001b[0m┃\u001b[1;35m \u001b[0m\u001b[1;35mFLOPs\u001b[0m\u001b[1;35m \u001b[0m┃\n", "┡━━━╇━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━╇━━━━━━━╇━━━━━━━┩\n", "│\u001b[2m \u001b[0m\u001b[2m0\u001b[0m\u001b[2m \u001b[0m│ fitting_model │ FourierFeatureNet │ 13.8 M │ train │ 0 │\n", "│\u001b[2m \u001b[0m\u001b[2m1\u001b[0m\u001b[2m \u001b[0m│ decoder │ Decoder │ 37.3 M │ train │ 0 │\n", "└───┴───────────────┴───────────────────┴────────┴───────┴───────┘\n", "\u001b[1mTrainable params\u001b[0m: 51.1 M \n", "\u001b[1mNon-trainable params\u001b[0m: 0 \n", "\u001b[1mTotal params\u001b[0m: 51.1 M \n", "\u001b[1mTotal estimated model params size (MB)\u001b[0m: 204 \n", "\u001b[1mModules in train mode\u001b[0m: 24 \n", "\u001b[1mModules in eval mode\u001b[0m: 0 \n", "\u001b[1mTotal FLOPs\u001b[0m: 0 \n", "\u001b[2K\u001b[1m{\u001b[0m\n", " \u001b[32m'val_fitting/mean_absolute_error'\u001b[0m: \u001b[1;36m9.803089141845703\u001b[0m,\n", " \u001b[32m'val_fitting/mean_absolute_error_mask'\u001b[0m: \u001b[1;36m10.628742218017578\u001b[0m,\n", " 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" \u001b[32m'val_fitting/cosine_similarity_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.94065034\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_fitting/sam'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m12.485819\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_fitting/iou'\u001b[0m: \u001b[1;36m0\u001b[0m,\n", " \u001b[32m'val_fitting/pearsonr'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9697332\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_fitting/spearmanr'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.959894478409684\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_fitting/pearsonr_mask'\u001b[0m: \u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.9501587\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_fitting/spearmanr_mask'\u001b[0m: 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\u001b[1;35mnp.float32\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.15638234\u001b[0m\u001b[1m)\u001b[0m,\n", " \u001b[32m'val_recon/spearmanr_mask'\u001b[0m: \u001b[1;35mnp.float64\u001b[0m\u001b[1m(\u001b[0m\u001b[1;36m0.15403514199020105\u001b[0m\u001b[1m)\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "Epoch 1999/1999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 2/2 \u001b[2m0:00:01 • 0:00:00\u001b[0m \u001b[2;4m9.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m`Trainer.fit` stopped: `max_epochs=2000` reached.\n", "\u001b[2KEpoch 1999/1999 \u001b[35m━━━━━━━━━━━━━━━━━━━━\u001b[0m 2/2 \u001b[2m0:00:01 • 0:00:00\u001b[0m \u001b[2;4m9.22it/s\u001b[0m \u001b[3mv_num: 0.000\u001b[0m\n", "\u001b[?25hLOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/lightning/pytorch/loops/prediction_loop.\n", "py:257: predict returned None if it was on purpose, ignore this warning...\n", "\u001b[2KWriting to \n", "\u001b[35m/content/UniST/external/SUICA_pro/logs/GAE+FFN-2D/2d/lightning_logs/version_0/\u001b[0m\u001b[95mre\u001b[0m\n", "\u001b[95mconstructed-val.h5ad\u001b[0m \u001b[33m...\u001b[0m It may take some time \u001b[33m...\u001b[0m\n", "\u001b[2KPredicting \u001b[35m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m 1/1 \u001b[2m0:00:00 • 0:00:00\u001b[0m \u001b[2;4m0.00it/s\u001b[0m \n", "\u001b[?25h\u001b[31mCurrent Configs:\u001b[0m\n", "\u001b[1m{\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'case'\u001b[0m: \u001b[32m'2d'\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'dataset'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'type'\u001b[0m: \u001b[32m'ST2D'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'data_file'\u001b[0m: \u001b[32m'/content/UniST/external/SUICA_pro/logs/GAE-2D/2d/lightning_logs/version_0/embedded-all.h5ad'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'val_proportion'\u001b[0m: \u001b[1;36m0.2\u001b[0m,\n", "\u001b[2;32m│ │ 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\u001b[32m'logs/GAE-2D/2d/lightning_logs/version_0/checkpoints/last.ckpt'\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'recon_loss'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'finetune'\u001b[0m: \u001b[3;92mTrue\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_in'\u001b[0m: \u001b[1;36m2\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'dim_out'\u001b[0m: \u001b[1;36m64\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'optimization'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'seed'\u001b[0m: \u001b[1;36m8848\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'epochs'\u001b[0m: \u001b[1;36m2000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'lr'\u001b[0m: \u001b[1;36m0.0001\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'val_freq'\u001b[0m: \u001b[1;36m200\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'logs'\u001b[0m: \u001b[32m'/content/UniST/external/SUICA_pro/logs/GAE+FFN-2D/2d'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'batch_size'\u001b[0m: \u001b[1;36m5000\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'predict_mode'\u001b[0m: \u001b[32m'val'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'reconstructed_data'\u001b[0m: \u001b[32m'reconstructed-val.h5ad'\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[1m}\u001b[0m\n" ] } ], "source": [ "!python train.py --mode inr --conf ./configs/ST/inr_embd.yaml" ] }, { "cell_type": "markdown", "metadata": { "id": "YSJ-PvltCGFk" }, "source": [ "### Step3: Prediction/Imputation" ] }, { "cell_type": "markdown", "metadata": { "id": "BJK8DzliCow4" }, "source": [ "#### Prepare normalized custom coords first" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "Ig1qW_ilEGsw", "outputId": "e05d13f9-2f3c-4071-9fec-1f4125d085a7" }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "### The upsampled point cloud\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "file_path = \"data/slice440_r2.xyz\"\n", "\n", "points = []\n", "with open(file_path, 'r') as f:\n", " for line in f:\n", " parts = line.strip().split()\n", " if len(parts) >= 2:\n", " x, y = float(parts[0]), float(parts[1])\n", " points.append((x, y))\n", "\n", "points = np.array(points)\n", "n_points = points.shape[0]\n", "\n", "plt.figure(figsize=(6, 6))\n", "plt.scatter(points[:, 0], points[:, 1], s=1, alpha=0.5)\n", "plt.xlabel('X')\n", "plt.ylabel('Y')\n", "plt.title(f\"Upsampling, r=2 (slice 440, {n_points} cells)\")\n", "plt.axis('equal')\n", "#plt.savefig('slice440_r2.png', format='png', dpi=300)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "3DCe_quJCnwV", "outputId": "bd1aeff2-142a-4171-98f7-e54efdcbc99a" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Reading reference data: data/slice_440.h5ad\n", "Reading coordinate file: data/slice440_r2.xyz\n", "Input coordinate shape: (16764, 3)\n", "\n", "Normalized coordinate ranges:\n", " X: [-0.9912, 0.9935]\n", " Y: [-0.7844, 0.7798]\n", "Shape: (16764, 2)\n", "\n", "✅ Saved 16764 2D coordinates to data/preprocessed_data/custom_coords_2d_norm.npy\n" ] } ], "source": [ "!python prepare_custom_coords.py --mode 2d --reference data/slice_440.h5ad --coords data/slice440_r2.xyz --output data/preprocessed_data/custom_coords_2d_norm.npy" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "SxvNsTLjFQP9", "outputId": "8f6c09c8-13e1-473f-b742-441e7bb172c2" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "file_path = \"data/preprocessed_data/custom_coords_2d_norm.npy\"\n", "\n", "# Load points from the .npy file\n", "points = np.load(file_path)\n", "n_points = points.shape[0]\n", "\n", "plt.figure(figsize=(6, 6))\n", "plt.scatter(points[:, 0], points[:, 1], s=1, alpha=0.5)\n", "plt.xlabel('X')\n", "plt.ylabel('Y')\n", "plt.title(f\"Normalized Custom 2D Coordinates ({n_points} cells)\")\n", "plt.axis('equal')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "JxyjQtJNFtki", "outputId": "f82d6022-e888-442a-e21a-5143b9c51a70" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "./configs/ST/inr_pred.yaml\n", "\u001b[31mCurrent Configs:\u001b[0m\n", "\u001b[1m{\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'case'\u001b[0m: \u001b[32m'2d'\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'dataset'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'type'\u001b[0m: \u001b[32m'ST2D'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'data_file'\u001b[0m: \u001b[32m'logs/GAE-2D/2d/lightning_logs/version_0/embedded-all.h5ad'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'val_proportion'\u001b[0m: \u001b[1;36m0.2\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'keep_ratio'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'require_coordnorm'\u001b[0m: \u001b[3;91mFalse\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ \u001b[0m\u001b[32m'pipeline'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'target'\u001b[0m: \u001b[32m'embeddings'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'prediction'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'ckpt'\u001b[0m: \u001b[32m'logs/GAE+FFN-2D/2d/lightning_logs/version_0/checkpoints/last.ckpt'\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'inr'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'model'\u001b[0m: \u001b[32m'FFN'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'num_hidden_layers'\u001b[0m: \u001b[1;36m3\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'num_hidden_features'\u001b[0m: \u001b[1;36m2048\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'phase'\u001b[0m: \u001b[1;36m1000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'decoder'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'ckpt'\u001b[0m: \u001b[32m'logs/GAE-2D/2d/lightning_logs/version_0/checkpoints/last.ckpt'\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'recon_loss'\u001b[0m: \u001b[3;92mTrue\u001b[0m,\n", "\u001b[2;32m│ │ │ │ \u001b[0m\u001b[32m'finetune'\u001b[0m: \u001b[3;92mTrue\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'optimization'\u001b[0m: \u001b[1m{\u001b[0m\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'seed'\u001b[0m: \u001b[1;36m8848\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'epochs'\u001b[0m: \u001b[1;36m2000\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'lr'\u001b[0m: \u001b[1;36m0.0001\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'val_freq'\u001b[0m: \u001b[1;36m200\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'logs'\u001b[0m: \u001b[32m'logs/GAE+FFN-2D/2d'\u001b[0m,\n", "\u001b[2;32m│ │ │ \u001b[0m\u001b[32m'batch_size'\u001b[0m: \u001b[1;36m8192\u001b[0m\n", "\u001b[2;32m│ │ \u001b[0m\u001b[1m}\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'predict_mode'\u001b[0m: \u001b[32m'custom'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'custom_coords_file'\u001b[0m: \u001b[32m'data/preprocessed_data/custom_coords_2d_norm.npy'\u001b[0m,\n", "\u001b[2;32m│ │ \u001b[0m\u001b[32m'reconstructed_data'\u001b[0m: \u001b[32m'reconstructed-custom_2d.h5ad'\u001b[0m\n", "\u001b[2;32m│ \u001b[0m\u001b[1m}\u001b[0m\n", "\u001b[1m}\u001b[0m\n", "Seed set to 8848\n", "/usr/local/lib/python3.12/dist-packages/torch/__init__.py:1617: UserWarning: Please use the new API settings to control TF32 behavior, such as torch.backends.cudnn.conv.fp32_precision = 'tf32' or torch.backends.cuda.matmul.fp32_precision = 'ieee'. Old settings, e.g, torch.backends.cuda.matmul.allow_tf32 = True, torch.backends.cudnn.allow_tf32 = True, allowTF32CuDNN() and allowTF32CuBLAS() will be deprecated after Pytorch 2.9. Please see https://pytorch.org/docs/main/notes/cuda.html#tensorfloat-32-tf32-on-ampere-and-later-devices (Triggered internally at /pytorch/aten/src/ATen/Context.cpp:80.)\n", " _C._set_float32_matmul_precision(precision)\n", " loaded from: \n", "\u001b[35m/content/UniST/external/SUICA_pro/logs/GAE-2D/2d/lightning_logs/version_0/checkp\u001b[0m\n", "\u001b[35moints/\u001b[0m\u001b[95mlast.ckpt\u001b[0m\n", "Detected custom coord dim: 2D\n", "Predicting ST \u001b[3;31membeddings\u001b[0m with INR \u001b[33m...\u001b[0m\n", "\u001b[33mdim_in\u001b[0m=\u001b[1;36m2\u001b[0m, \u001b[33mdim_out\u001b[0m=\u001b[1;36m64\u001b[0m\n", "GPU available: True (cuda), used: True\n", "TPU available: False, using: 0 TPU cores\n", "💡 Tip: For seamless cloud logging and experiment tracking, try installing [litlogger](https://pypi.org/project/litlogger/) to enable LitLogger, which logs metrics and artifacts automatically to the Lightning Experiments platform.\n", "\u001b[36mStart custom coordinate prediction\u001b[0m\u001b[36m...\u001b[0m\n", "💡 Tip: For seamless cloud uploads and versioning, try installing [litmodels](https://pypi.org/project/litmodels/) to enable LitModelCheckpoint, which syncs automatically with the Lightning model registry.\n", "You are using a CUDA device ('NVIDIA A100-SXM4-40GB') that has Tensor Cores. To properly utilize them, you should set `torch.set_float32_matmul_precision('medium' | 'high')` which will trade-off precision for performance. For more details, read https://pytorch.org/docs/stable/generated/torch.set_float32_matmul_precision.html#torch.set_float32_matmul_precision\n", "2026-02-11 05:20:19.905866: I tensorflow/core/util/port.cc:153] oneDNN custom operations are on. You may see slightly different numerical results due to floating-point round-off errors from different computation orders. To turn them off, set the environment variable `TF_ENABLE_ONEDNN_OPTS=0`.\n", "2026-02-11 05:20:19.922430: E external/local_xla/xla/stream_executor/cuda/cuda_fft.cc:467] Unable to register cuFFT factory: Attempting to register factory for plugin cuFFT when one has already been registered\n", "WARNING: All log messages before absl::InitializeLog() is called are written to STDERR\n", "E0000 00:00:1770787219.941514 73698 cuda_dnn.cc:8579] Unable to register cuDNN factory: Attempting to register factory for plugin cuDNN when one has already been registered\n", "E0000 00:00:1770787219.947679 73698 cuda_blas.cc:1407] Unable to register cuBLAS factory: Attempting to register factory for plugin cuBLAS when one has already been registered\n", "W0000 00:00:1770787219.963756 73698 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770787219.963780 73698 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770787219.963783 73698 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "W0000 00:00:1770787219.963786 73698 computation_placer.cc:177] computation placer already registered. Please check linkage and avoid linking the same target more than once.\n", "2026-02-11 05:20:19.967909: I tensorflow/core/platform/cpu_feature_guard.cc:210] This TensorFlow binary is optimized to use available CPU instructions in performance-critical operations.\n", "To enable the following instructions: AVX2 AVX512F AVX512_VNNI FMA, in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", "LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]\n", "\u001b[2K/usr/local/lib/python3.12/dist-packages/lightning/pytorch/loops/prediction_loop.\n", "py:257: predict returned None if it was on purpose, ignore this warning...\n", "\u001b[2KWriting to \n", "\u001b[35m/content/UniST/external/SUICA_pro/logs/GAE+FFN-2D/2d/lightning_logs/version_1/\u001b[0m\u001b[95mre\u001b[0m\n", "\u001b[95mconstructed-custom_2d.h5ad\u001b[0m \u001b[33m...\u001b[0m It may take some time \u001b[33m...\u001b[0m\n", "\u001b[2KPredicting \u001b[35m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m 3/3 \u001b[2m0:00:01 • 0:00:00\u001b[0m \u001b[2;4m4.40it/s\u001b[0m \n", "\u001b[?25h\u001b[32mCustom prediction saved under: \u001b[0m\n", "\u001b[32m/content/UniST/external/SUICA_pro/logs/GAE+FFN-2D/2d/lightning_logs/\u001b[0m\u001b[32mversion_1\u001b[0m\n" ] } ], "source": [ "# Run prediction\n", "!python predict.py --mode inr --conf ./configs/ST/inr_pred.yaml" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "a0nLwTJgGEUW", "outputId": "f90d62da-fa2b-4731-e1f3-743bf33efe41" }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "============================================================\n", "Reading prediction results: logs/GAE+FFN-2D/2d/lightning_logs/version_1/reconstructed-custom_2d.h5ad\n", "============================================================\n", "Normalized coordinate shape: (16764, 2)\n", "Normalized coordinate ranges:\n", " min: [-0.9911625 -0.784444 ]\n", " max: [0.99346364 0.77975 ]\n", "\n", "============================================================\n", "Reading reference data: data/slice_440.h5ad\n", "============================================================\n", "\n", "============================================================\n", "Denormalizing coordinates...\n", "============================================================\n", "Parameters: keep_ratio=True\n", "Reference data coordinate ranges:\n", " X: [4691.54, 8823.75], range=4132.22\n", " Y: [7357.52, 10613.24], range=3255.72\n", "Scaling factors (keep_ratio=True): scale_x=1.0000, scale_y=0.7879\n", "\n", "Denormalized coordinate ranges:\n", " min: [4709.79491889 7364.63086083]\n", " max: [ 8810.24711702 10596.42476476]\n", "\n", "============================================================\n", "Saving results to: logs/GAE+FFN-2D/2d/lightning_logs/version_1/reconstructed-original.h5ad\n", "============================================================\n", "✓ Done!\n", "\n", "Output file contains:\n", " - obsm['spatial']: Original coordinates (mapped results)\n", " - obsm['spatial_normalized']: Normalized coordinates (backup)\n", " - Other prediction results remain unchanged\n" ] } ], "source": [ "# Map reconstructed coords back to original space\n", "!python map_coords_back.py --reconstructed logs/GAE+FFN-2D/2d/lightning_logs/version_1/reconstructed-custom_2d.h5ad --reference data/slice_440.h5ad --output logs/GAE+FFN-2D/2d/lightning_logs/version_1/reconstructed-original.h5ad --mode 2d" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "id": "v7Of6ZTzJmSv" }, "outputs": [], "source": [ "res = sc.read('logs/GAE+FFN-2D/2d/lightning_logs/version_1/reconstructed-original.h5ad')" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "3qOuLKINJ-QJ", "outputId": "f1644de7-eeb4-49bd-d40e-dad40fa1f5df" }, "outputs": [ { "data": { "text/plain": [ "AnnData object with n_obs × n_vars = 16764 × 1\n", " obsm: 'fitted_embd', 'reconstructed_raw', 'spatial', 'spatial_normalized'" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "res" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 233 }, "id": "07m5v4XVK1l2", "outputId": "9a1c6ee6-6bfb-4ba3-890e-eba84cbac352" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "### Visualize the imputed embeddings\n", "\n", "embeddings = res.obsm[\"fitted_embd\"]\n", "spatial = res.obsm[\"spatial\"]\n", "\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 3))\n", "\n", "for idx, dim in enumerate(range(3)): # first three\n", " sc = axes[idx].scatter(\n", " spatial[:, 0],\n", " spatial[:, 1],\n", " c=embeddings[:, dim].toarray().flatten(),\n", " cmap=\"viridis\",\n", " s=0.5\n", " )\n", " axes[idx].set_title(f\"Imputed embedding dim {dim+1}\")\n", " plt.colorbar(sc, ax=axes[idx], fraction=0.046)\n", "\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 564 }, "id": "BPnL27EWJbqn", "outputId": "b919166f-7e52-4ae8-e09c-7e54d49a57f3" }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "### Visualize the imputed gene expression\n", "\n", "coordinates = res.obsm['spatial'][:, 0:2]\n", "values = res.obsm['reconstructed_raw'][:, 8293]\n", "n_points = coordinates.shape[0]\n", "\n", "# Visualization\n", "plt.figure(figsize=(6, 6))\n", "plt.scatter(coordinates[:, 0], coordinates[:, 1], c=values, cmap='viridis_r', s=0.5, alpha=0.7)\n", "plt.xlabel('X')\n", "plt.ylabel('Y')\n", "plt.title(f\"Imputed expression of gene Hba-x, slice 440\")\n", "plt.axis('equal')\n", "plt.colorbar(label='Expression Level')\n", "#plt.savefig('slice440_Hba-x.png', format='png', dpi=300)\n", "plt.show()" ] } ], "metadata": { "accelerator": "GPU", "colab": { "gpuType": "A100", "provenance": [] }, "kernelspec": { "display_name": "Python 3", "name": "python3" }, "language_info": { "name": "python" } }, "nbformat": 4, "nbformat_minor": 0 }