{ "cells": [ { "cell_type": "markdown", "id": "cfda1a55-732b-4dba-9e91-1fb65f49e2d5", "metadata": {}, "source": [ "Tutorial 3: Automated Annotation of Cell Identities in mIHC Data\n", "================================================================\n", "\n", "In this tutorial, we demonstrate how to use ImmunoPheno to annotate cell identities in a multiplexed IHC dataset using reference data stored in the ImmunoPhenoDB database. Specifically, we consider a human tonsil tissue section that has been profiled with PhenoCycler using a panel of 26 antibodies. For illustration purposes, we will only consider a small portion of the tissue section containing ~118k cells. The data can be found in this [link](https://www.dropbox.com/scl/fi/d03airv7b1bimyy8n99jz/codex_small.zip?rlkey=4php5lnz5a7r096kopb3h4b01&dl=0)." ] }, { "cell_type": "code", "execution_count": 2, "id": "fcc162b4-e104-478a-a346-6b56aa013049", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import pickle\n", "import numpy as np\n", "import plotly.express as px\n", "import seaborn as sns\n", "from immunopheno.data_processing import ImmunoPhenoData\n", "from immunopheno.connect import ImmunoPhenoDB_Connect\n", "from immunopheno.plots import plot_filter_metrics\n", "from sklearn.metrics.pairwise import euclidean_distances" ] }, { "cell_type": "markdown", "id": "36eb1665-903b-47b2-b471-ca43479a6aa0", "metadata": {}, "source": [ "We can visualize the spatial location of the cells in the tissue:" ] }, { "cell_type": "code", "execution_count": 3, "id": "50616464-512b-4df5-95fa-9ea56aa7a1fa", "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "x=%{x}
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "spat_small = pd.read_csv(\"codex_small_coordinates.csv\", index_col = 0)\n", "fig = px.scatter(spat_small, x=\"x\", y=\"y\").update_traces(marker={'size': 1.0}).update_layout(autosize=False, height=800, width=1000).update_yaxes(scaleanchor=\"x\",\n", " scaleratio=1)\n", "fig.show()" ] }, { "cell_type": "markdown", "id": "aaf785a8-a79c-42a7-9e15-19fe1402c628", "metadata": {}, "source": [ "To annotate the dataset, we first create an `ImmunoPhenoData` object containing the PhenoCycler protein expression matrix" ] }, { "cell_type": "code", "execution_count": 4, "id": "215ceb70-cf13-4e88-997b-b5001df14663", "metadata": {}, "outputs": [], "source": [ "ipd = ImmunoPhenoData(protein_matrix = 'codex_small_protein.csv', spreadsheet = \"codex_small_spreadsheet.csv\")" ] }, { "cell_type": "markdown", "id": "e7994881-4203-4d91-8a4e-5a7d5d495f08", "metadata": {}, "source": [ "In addition to the protein expression matrix, we need to provide a spreadsheet containing the RRID identifiers of the monoclonal antibodies used in the experiment. This is because ImmunoPheno will use data from experiments that have used those exact antibodies or, alternatively, monoclonal antibodies from a different vendor but with the same clone ID. The file `codex_small_spreadsheet.csv` can be used as a template for your own datasets.\n", "\n", "We first need to normalize the mIHC data using ImmunoPheno, following the procedure demonstrated in Tutorial 2. For mIHC data, a Gaussian mixture model produces optimal results for most technologies." ] }, { "cell_type": "code", "execution_count": 5, "id": "b0fe8776-1f99-4f84-806e-b065de2b9011", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3309bb9243d24d48a2a3fbd3d2b06218", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/26 [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
idExperimentnameExptypeExppmiddoiidBTOtissue
04Childhood Hematopoiesis and Immune Development...CITE0https://doi.orgBTO:0001387tonsil
15Childhood Hematopoiesis and Immune Development...CITE0https://doi.orgBTO:0001387tonsil
26Childhood Hematopoiesis and Immune Development...CITE0https://doi.orgBTO:0001387tonsil
\n", "" ], "text/plain": [ " idExperiment nameExp typeExp \\\n", "0 4 Childhood Hematopoiesis and Immune Development... CITE \n", "1 5 Childhood Hematopoiesis and Immune Development... CITE \n", "2 6 Childhood Hematopoiesis and Immune Development... CITE \n", "\n", " pmid doi idBTO tissue \n", "0 0 https://doi.org BTO:0001387 tonsil \n", "1 0 https://doi.org BTO:0001387 tonsil \n", "2 0 https://doi.org BTO:0001387 tonsil " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cxn.which_experiments(\"tonsil\")" ] }, { "cell_type": "markdown", "id": "400c61b8-3fce-4974-8939-32b7fdcb31da", "metadata": {}, "source": [ "We observe that there are 5 experiments in the ImmunoPhenoDB database with data from human tonsils. The [BRENDA tissue ontology](https://www.ebi.ac.uk/ols4/ontologies/bto) ID of the tonsil is `BTO:0001387`.\n", "\n", "We now call `run_stvea()` to automatically annotate the identity of individual cells in the PhenoCycler data using reference data from the database. You may need to increase the number of chunks depending on the amount of memory available in your computer, as described below." ] }, { "cell_type": "code", "execution_count": 10, "id": "e8316a86-5c31-4672-86bb-e6462090c7b4", "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Retrieving reference dataset...\n", "Number of antibodies matched from database using clone ID: 26\n", "Imputing missing values...\n", "Number of antibodies imputed: 0\n", "Number of cells imputed: 0\n", "Number of cell types imputed: 0\n", "Remaining number of antibodies after imputation: 26\n", "Remaining number of cells after imputation: 10000\n", "Running STvEA...\n", "Processing chunk of size: 28599\n", "run_cca. Time: 24.067 sec\n", "find_nn_rna Time: 52.528 sec\n", "find_anchor_pairs Time: 4.319 sec\n", "filter_anchors Retained 15800 anchors! Time: 20.376 sec\n", "score_anchors. Time: 5.955 sec\n", "find_integration_matrix Time: 0.005 sec\n", "find_weights Time: 36.687 sec\n", "transform_data_matrix Time: 0.668 sec\n", "Processing chunk of size: 28599\n", "run_cca. Time: 22.747 sec\n", "find_nn_rna Time: 44.936 sec\n", "find_anchor_pairs Time: 4.322 sec\n", "filter_anchors Retained 15970 anchors! Time: 20.079 sec\n", "score_anchors. Time: 6.244 sec\n", "find_integration_matrix Time: 0.008 sec\n", "find_weights Time: 37.281 sec\n", "transform_data_matrix Time: 0.706 sec\n", "Processing chunk of size: 28598\n", "run_cca. Time: 23.672 sec\n", "find_nn_rna Time: 46.266 sec\n", "find_anchor_pairs Time: 4.325 sec\n", "filter_anchors Retained 15888 anchors! Time: 20.037 sec\n", "score_anchors. Time: 6.005 sec\n", "find_integration_matrix Time: 0.008 sec\n", "find_weights Time: 37.487 sec\n", "transform_data_matrix Time: 0.711 sec\n", "Processing chunk of size: 28598\n", "run_cca. Time: 23.664 sec\n", "find_nn_rna Time: 44.971 sec\n", "find_anchor_pairs Time: 4.444 sec\n", "filter_anchors Retained 16645 anchors! Time: 19.947 sec\n", "score_anchors. Time: 6.051 sec\n", "find_integration_matrix Time: 0.006 sec\n", "find_weights Time: 38.931 sec\n", "transform_data_matrix Time: 0.722 sec\n", "map_codex_to_cite: 708.273\n", "transfer_matrix Time: 37.345 sec\n", "Annotation transfer complete.\n" ] } ], "source": [ "ipd_new = cxn.run_stvea(ipd, idBTO=[\"BTO:0001387\"], num_chunks=4)" ] }, { "cell_type": "markdown", "id": "145e90b1-f339-4ef4-a7e5-057c2b4baf9d", "metadata": {}, "source": [ "We have mostly used the default parameters of `run_stvea()`. This function is memory-intensive, and to execute it on a standard desktop, the data needs to be partitioned into chunks. Having chunks of approximately 10,000-30,000 cells is usually a good approach. Here, we have divided the dataset into `num_chunks=4` chunks. We have also restricted the reference data to human tonsils using the argument `idBTO=[\"BTO:0001387\"]`. In general, using data from the same tissue type will lead to more accurate annotations, unless there is very limited data from that tissue in the database.\n", "\n", "Another option of `run_stvea()` that is frequently used is `parse_option`. Here, we have used the default `parse_option=1`, which uses reference data from monoclonal antibodies from the same clone but potentially different vendors or with different modifications, such as different conjugated oligos or fluorophores, as those in the query mIHC dataset. Setting `parse_option=2` is less constraining, requiring only that the antibody protein targets match between the reference and the mIHC data. On the other hand, `parse_option=3` is more stringent, requiring the same exact antibodies (including vendor, etc.) between the reference and mIHC data. We find that `parse_option=1` generally offers the best results, except in situations where there is little overlap between the clones used in the mIHC experiment and those present in the database.\n", "\n", "`run_stvea()` also offers the possibility of parallelization for shorter runtime, where the number of cores is specified by the argument `num_cores`. However, this increases the memory requirements. Finally, `run_stvea()` includes numerous arguments related to the mapping algorithm that may need to be adjusted for optimal results depending on the specific dataset and available computing resources. These are described in detail in the documentation of ImmunoPheno and in the original [STvEA paper](https://doi.org/10.1126/sciadv.abc5464). Increasing the value of \"k\" parameters, particularly `k_transfer_matrix` and `k_find_anchor`, will often increase the number of anchors and the accuracy of the annotations at the expense of a substantially larger runtime and memory requirements. Generally, for chunks of 10,000-30,000 cells, it is desirable to obtain at least ~10,000 anchors. For large datasets, we recommend experimenting with different parameter options, monitoring memory usage, on a subset of the data before running `run_stvea()` on the entire dataset.\n", "\n", "The cell annotations are stored in the field `labels` of the ImmunoPheno object" ] }, { "cell_type": "code", "execution_count": 11, "id": "3b7699f1-6b16-44da-9e62-36ed215ef08c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "celltype\n", "naive B cell 45896\n", "central memory CD4-positive, alpha-beta T cell 13377\n", "naive thymus-derived CD4-positive, alpha-beta T cell 7485\n", "T follicular helper cell 5740\n", "CD8-positive, alpha-beta T cell 5607\n", "blood vessel endothelial cell 5547\n", "memory B cell 4946\n", "bronchial smooth muscle cell 4871\n", "centroblast 4689\n", "CD4-positive, CD25-positive, alpha-beta regulatory T cell 3525\n", "plasmacytoid dendritic cell 2738\n", "conventional dendritic cell 2342\n", "epithelial cell 1659\n", "follicular dendritic cell 1104\n", "monocyte 942\n", "mesenchymal stem cell 849\n", "naive thymus-derived CD8-positive, alpha-beta T cell 847\n", "endothelial cell of lymphatic vessel 745\n", "centrocyte 392\n", "central memory CD8-positive, alpha-beta T cell 330\n", "chondrocyte 223\n", "innate lymphoid cell 198\n", "plasma cell 99\n", "CD16-negative, CD56-bright natural killer cell, human 94\n", "tonsil germinal center B cell 57\n", "CD4-positive, alpha-beta T cell 41\n", "effector memory CD8-positive, alpha-beta T cell 19\n", "vascular associated smooth muscle cell 17\n", "mast cell 7\n", "natural killer cell 5\n", "double negative thymocyte 2\n", "effector memory CD4-positive, alpha-beta T cell 1\n" ] } ], "source": [ "print(ipd_new.labels[\"celltype\"].value_counts().to_string())" ] }, { "cell_type": "markdown", "id": "d0208b26-531c-40be-b395-c1fd5edc12bc", "metadata": {}, "source": [ "Cell assignments are based on the cell type that has the highest probability for each cell. The field `cell_type_prob` contains a table with the cell-type probabilities for each cell. From this table, we can observe that some cell subtypes are harder to distinguish than others" ] }, { "cell_type": "code", "execution_count": 12, "id": "3e6d8405-897a-4951-a3a1-5fea8c98e67e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "sns.clustermap(np.log(1+euclidean_distances(ipd_new.cell_type_prob.transpose())), xticklabels = ipd_new.cell_type_prob.transpose().index, yticklabels = ipd_new.cell_type_prob.transpose().index)" ] }, { "cell_type": "markdown", "id": "7a54d48c-285b-4c0f-b708-77bdd27deaf1", "metadata": {}, "source": [ "For example, we observe that distinguishing Natural Killer cells (`CL:0000623`) from CD16-negative CD56-high Natural Killer cells (`CL:0000938`) is difficult, as the former contains the latter. However, distinguishing plasmacytoid dendritic cells (`CL:0000784`) from all the other cell types is much easier. ImmunoPheno quantifies the uncertainty in the cell type assignment for each cell by computing the entropy (in base 2) of the vector of cell type probabilities for each cell. If a cell is annotated with a specific cell type with probability 1, the entropy for that cell will be zero, while cells with more uncertain assignments will have larger entropy. The maximum possible value of the entropy is log2(N), with N being the number of cell types in the dataset. The field `entropies` of the ImmunoPheno object contains the entropy of the cell assignments for each cell.\n", "\n", "Another metric that is informative about the quality of each annotation is the ratio between D1 and D2, where D1 is the average distance in the consolidated protein space between the mIHC dataset query cell and the nearest `k_transfer_matrix` neighbors from the reference data, and D2 is the average pairwise distance in the consolidated protein space between the nearest `k_transfer_matrix` neighbors in the reference dataset, where `k_transfer_matrix` is specified in the call to `run_stvea()` (default `k_transfer_matrix=40`). A smaller value of the ratio indicates a better mapping. The field `distance_ratios` of the ImmunoPheno object contains the ratio between D1 and D2 for each cell.\n", "\n", "The distributions of entropies and D1/D2 ratios can be visualized using `plot_filter_metrics()`" ] }, { "cell_type": "code", "execution_count": 13, "id": "cf66eb2d-693c-4ebc-9229-12d77c4c5a60", "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alignmentgroup": "True", "bingroup": "x", "hovertemplate": "variable=ratio
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_filter_metrics(ipd_new)" ] }, { "cell_type": "markdown", "id": "2a23020a-8300-4b79-8d88-269ec0cb4b8f", "metadata": {}, "source": [ "As detailed above, the quality of the annotations can be increased by taking larger values of `k_transfer_matrix` and `k_find_anchor` in `run_stvea()`, and this should be reflected in these metrics.\n", "\n", "We can filter out poor-quality annotations based on these two quantities using `filter_labels()`. In this example, we will filter out cells with D1/D2 > 2 and entropy > 3" ] }, { "cell_type": "code", "execution_count": 14, "id": "55428d4a-41f5-4f55-8027-828a9e0d50bd", "metadata": { "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:Parameters for localization will be ignored because 'localization' is set to False.\n", "WARNING:root:Parameters for merging will be ignored because 'merging' is set to False.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Performing nearest neighbor distance ratio filtering...\n", "Number of cells renamed to 'Not Assigned': 1184\n", "epithelial cell (CL:0000066): 1\n", "blood vessel endothelial cell (CL:0000071): 37\n", "mesenchymal stem cell (CL:0000134): 15\n", "vascular associated smooth muscle cell (CL:0000359): 2\n", "CD8-positive, alpha-beta T cell (CL:0000625): 85\n", "memory B cell (CL:0000787): 9\n", "naive B cell (CL:0000788): 536\n", "naive thymus-derived CD4-positive, alpha-beta T cell (CL:0000895): 106\n", "naive thymus-derived CD8-positive, alpha-beta T cell (CL:0000900): 35\n", "central memory CD4-positive, alpha-beta T cell (CL:0000904): 273\n", "T follicular helper cell (CL:0002038): 52\n", "bronchial smooth muscle cell (CL:0002598): 33\n", "Distance_ratio filtering complete.\n", "\n", "Performing cell type entropy filtering...\n", "Number of cells renamed to 'Not Assigned': 9770\n", "epithelial cell (CL:0000066): 128\n", "blood vessel endothelial cell (CL:0000071): 1849\n", "mast cell (CL:0000097): 4\n", "mesenchymal stem cell (CL:0000134): 288\n", "chondrocyte (CL:0000138): 54\n", "vascular associated smooth muscle cell (CL:0000359): 5\n", "follicular dendritic cell (CL:0000442): 90\n", "monocyte (CL:0000576): 76\n", "natural killer cell (CL:0000623): 2\n", "CD4-positive, alpha-beta T cell (CL:0000624): 10\n", "CD8-positive, alpha-beta T cell (CL:0000625): 663\n", "plasmacytoid dendritic cell (CL:0000784): 251\n", "plasma cell (CL:0000786): 49\n", "memory B cell (CL:0000787): 280\n", "naive B cell (CL:0000788): 1403\n", "CD4-positive, CD25-positive, alpha-beta regulatory T cell (CL:0000792): 403\n", "naive thymus-derived CD4-positive, alpha-beta T cell (CL:0000895): 588\n", "naive thymus-derived CD8-positive, alpha-beta T cell (CL:0000900): 153\n", "central memory CD4-positive, alpha-beta T cell (CL:0000904): 1905\n", "effector memory CD4-positive, alpha-beta T cell (CL:0000905): 1\n", "central memory CD8-positive, alpha-beta T cell (CL:0000907): 86\n", "effector memory CD8-positive, alpha-beta T cell (CL:0000913): 11\n", "CD16-negative, CD56-bright natural killer cell, human (CL:0000938): 21\n", "conventional dendritic cell (CL:0000990): 173\n", "innate lymphoid cell (CL:0001065): 49\n", "T follicular helper cell (CL:0002038): 277\n", "endothelial cell of lymphatic vessel (CL:0002138): 227\n", "double negative thymocyte (CL:0002489): 2\n", "bronchial smooth muscle cell (CL:0002598): 668\n", "centrocyte (CL:0009111): 10\n", "centroblast (CL:0009112): 42\n", "tonsil germinal center B cell (CL:2000006): 2\n", "Entropy filtering complete.\n", "\n" ] } ], "source": [ "ipd_new = cxn.filter_labels(ipd_new, distance_ratio = True, entropy = True, distance_ratio_threshold=2, entropy_threshold = 3)" ] }, { "cell_type": "markdown", "id": "97dca024-affe-42a1-b5b0-06f8d48497ae", "metadata": {}, "source": [ "In addition, ImmunoPheno can identify and filter out low-quality annotations by looking at the localization of the annotations in the mIHC protein expression space. Cells annotated in the same manner but with inconsistent protein expression profiles (and therefore randomly scattered in the protein expression space) will be removed. Additionally, different annotations that cannot be separated in the protein expression space are merged into a single annotation." ] }, { "cell_type": "code", "execution_count": 15, "id": "7de92aa0-4bbb-478c-a87a-bc535747d559", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:Parameters for distance_ratio will be ignored because 'distance_ratio' is set to False.\n", "WARNING:root:Parameters for entropy will be ignored because 'entropy' is set to False.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Performing localization...\n", "Downsampling dataset to 5000 cells...\n", "Calculating pairwise distances between cells...\n", "Generating cell graph...\n", "Conducting fisher exact test for each cell type...\n", "Number of cell types to rename: 4\n", "epithelial cell (CL:0000066): 1530\n", "vascular associated smooth muscle cell (CL:0000359): 10\n", "monocyte (CL:0000576): 866\n", "innate lymphoid cell (CL:0001065): 149\n", "Renaming 2555 cells with 'Not Assigned' label...\n", "Renamed 2555 cells.\n", "Localization complete.\n", "\n", "Performing merging...\n", "Replacing all cells of CL:0000623 with CL:0000938\n", "Number of cell types merged: 0\n", "Merging complete.\n", "\n" ] } ], "source": [ "ipd_new = cxn.filter_labels(ipd_new, localization = True, merging = True)" ] }, { "cell_type": "markdown", "id": "75dd1e1b-31d7-425b-83ae-5822d3ae13aa", "metadata": {}, "source": [ "Filtered out cells are labeled as `Not Assigned`" ] }, { "cell_type": "code", "execution_count": 16, "id": "75d89996-cd16-401a-a213-766262175849", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "celltype\n", "naive B cell 43957\n", "Not Assigned 13509\n", "central memory CD4-positive, alpha-beta T cell 11199\n", "naive thymus-derived CD4-positive, alpha-beta T cell 6791\n", "T follicular helper cell 5411\n", "CD8-positive, alpha-beta T cell 4859\n", "memory B cell 4657\n", "centroblast 4647\n", "bronchial smooth muscle cell 4170\n", "blood vessel endothelial cell 3661\n", "CD4-positive, CD25-positive, alpha-beta regulatory T cell 3122\n", "plasmacytoid dendritic cell 2487\n", "conventional dendritic cell 2169\n", "follicular dendritic cell 1014\n", "naive thymus-derived CD8-positive, alpha-beta T cell 659\n", "mesenchymal stem cell 546\n", "endothelial cell of lymphatic vessel 518\n", "centrocyte 382\n", "central memory CD8-positive, alpha-beta T cell 244\n", "chondrocyte 169\n", "CD16-negative, CD56-bright natural killer cell, human 76\n", "tonsil germinal center B cell 55\n", "plasma cell 50\n", "CD4-positive, alpha-beta T cell 31\n", "effector memory CD8-positive, alpha-beta T cell 8\n", "mast cell 3\n" ] } ], "source": [ "print(ipd_new.labels[\"celltype\"].value_counts().to_string())" ] }, { "cell_type": "markdown", "id": "c689488f-7791-488f-94f3-74ad6cbc71d0", "metadata": {}, "source": [ "The location of the annotated cells in the tissue section recapitulates the known architecture of human tonsils," ] }, { "cell_type": "code", "execution_count": 19, "id": "046bd6c3-af06-41b4-9c42-bc7cb41288f8", "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "celltype=CD4-positive, CD25-positive, alpha-beta regulatory T cell
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "spat_small.loc[ipd_new.labels.index, \"celltype\"] = ipd_new.labels[\"celltype\"]\n", "fig = px.scatter(spat_small, x=\"x\", y=\"y\", color=\"celltype\", \n", " color_discrete_sequence=px.colors.qualitative.Vivid_r).update_traces(marker={'size': 1.4}).update_layout(autosize=False, height=1000, width=1500).update_yaxes(scaleanchor=\"x\",\n", " scaleratio=1)\n", "fig.show()" ] }, { "cell_type": "markdown", "id": "58736b80-1914-4b78-80dc-1e1ec869cdfe", "metadata": {}, "source": [ "Finally, we can serialize the annotated ImmunoPheno object into a pickle file for future use" ] }, { "cell_type": "code", "execution_count": 44, "id": "d9a69af5-dfe2-4af6-b85b-02845a17b6f9", "metadata": {}, "outputs": [], "source": [ "## To save the ImmunoPheno object into a pickle file\n", "with open('ipd_new_pickle', 'wb') as sample:\n", " pickle.dump(ipd_new, sample)\n", "\n", "## To load the ImmunoPheno object from the pickle file:\n", "# with open('ipd_new_pickle', 'rb') as sample:\n", "# ipd_new = pickle.load(sample)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.11" } }, "nbformat": 4, "nbformat_minor": 5 }