differential_splicing_example_cortex.ipynb

{
  "cells": [
    {
      "cell_type": "code",
      "execution_count": 1,
      "metadata": {
        "id": "ZqEj_KcGSpyV",
        "outputId": "e053903f-0b6c-4813-dfc8-088cce00cec2",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
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            "  Created wheel for umap-learn: filename=umap_learn-0.5.3-py3-none-any.whl size=82816 sha256=fd478b7ecc7e0223b6580cd99f1d21d54cff3a4f32fffd8f50032fa599b00be3\n",
            "  Stored in directory: /root/.cache/pip/wheels/a0/e8/c6/a37ea663620bd5200ea1ba0907ab3c217042c1d035ef606acc\n",
            "  Building wheel for datrie (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for datrie: filename=datrie-0.8.2-cp310-cp310-linux_x86_64.whl size=728683 sha256=b153cd36da1cdc0b3f2931ae83ab98a27fe103c0286e29edc8927fb21c1d04f2\n",
            "  Stored in directory: /root/.cache/pip/wheels/f4/a9/ac/b8e50d96214c3576ab73ac30d0a9b276014f06036f36230e7e\n",
            "  Building wheel for session-info (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for session-info: filename=session_info-1.0.0-py3-none-any.whl size=8026 sha256=969e6c6a827d4ccfa223e218533993ccd3cdb494b01de1584d5f7bba646cb804\n",
            "  Stored in directory: /root/.cache/pip/wheels/6a/aa/b9/eb5d4031476ec10802795b97ccf937b9bd998d68a9b268765a\n",
            "  Building wheel for stopit (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for stopit: filename=stopit-1.1.2-py3-none-any.whl size=11938 sha256=ac7ebdae224cef16520fdff4d805663995aa3670abbac89d0f359a3a25cd5189\n",
            "  Stored in directory: /root/.cache/pip/wheels/af/f9/87/bf5b3d565c2a007b4dae9d8142dccc85a9f164e517062dd519\n",
            "  Building wheel for pynndescent (setup.py) ... \u001b[?25l\u001b[?25hdone\n",
            "  Created wheel for pynndescent: filename=pynndescent-0.5.10-py3-none-any.whl size=55622 sha256=51a6709e99564b263140f186b74be362eec302e02cd265656d82c7bd4a103030\n",
            "  Stored in directory: /root/.cache/pip/wheels/4a/38/5d/f60a40a66a9512b7e5e83517ebc2d1b42d857be97d135f1096\n",
            "Successfully built scquint connection-pool umap-learn datrie session-info stopit pynndescent\n",
            "Installing collected packages: toposort, throttler, stopit, pyro-api, pulp, plac, connection-pool, stdlib_list, smmap, reretry, humanfriendly, dpath, datrie, configargparse, yte, session-info, gitdb, pynndescent, gitpython, anndata, umap-learn, snakemake, scanpy, pyro-ppl, scquint\n",
            "Successfully installed anndata-0.9.1 configargparse-1.5.5 connection-pool-0.0.3 datrie-0.8.2 dpath-2.1.6 gitdb-4.0.10 gitpython-3.1.31 humanfriendly-10.0 plac-1.3.5 pulp-2.7.0 pynndescent-0.5.10 pyro-api-0.1.2 pyro-ppl-1.8.5 reretry-0.11.8 scanpy-1.9.3 scquint-0.3.3 session-info-1.0.0 smmap-5.0.0 snakemake-7.30.1 stdlib_list-0.9.0 stopit-1.1.2 throttler-1.2.2 toposort-1.10 umap-learn-0.5.3 yte-1.5.1\n"
          ]
        }
      ],
      "source": [
        "# Install scQuint\n",
        "# In Google Colab, it might ask you to restart the runtime after installation\n",
        "!pip install -U git+https://github.com/songlab-cal/scquint.git"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "id": "ypi1bs2OTEeV"
      },
      "outputs": [],
      "source": [
        "%%capture\n",
        "# Download processed intron count data\n",
        "!wget https://figshare.com/ndownloader/files/27694095 -O adata_spl.h5ad"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "id": "cVDApFoxXf-a"
      },
      "outputs": [],
      "source": [
        "%%capture\n",
        "# Download gene annotation\n",
        "!wget --no-check-certificate https://ftp.ensembl.org/pub/release-102/gtf/mus_musculus/Mus_musculus.GRCm38.102.chr.gtf.gz"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "id": "pQMBiHyKSnCw"
      },
      "outputs": [],
      "source": [
        "import anndata\n",
        "import scanpy as sc\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "from umap import UMAP\n",
        "\n",
        "from scquint.data import add_gene_annotation, group_introns, filter_min_cells_per_feature, filter_min_cells_per_intron_group, calculate_PSI\n",
        "from scquint.differential_splicing import run_differential_splicing, run_differential_splicing_for_each_group, find_marker_introns, mask_PSI\n",
        "from scquint.dimensionality_reduction.pca import run_pca"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "SW-KOMk0SnCz",
        "outputId": "373f6350-c79f-4782-a999-10cdafd912da"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/scquint/data.py:44: DtypeWarning: Columns (0) have mixed types. Specify dtype option on import or set low_memory=False.\n",
            "  gtf = pd.read_csv(\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Filtering to introns associated to 1 and only 1 gene.\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/scquint/data.py:129: ImplicitModificationWarning: Trying to modify attribute `.var` of view, initializing view as actual.\n",
            "  adata.var[\"gene_id\"] = adata.var.gene_id_list\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Filtering singletons.\n",
            "Filtering intron groups associated with more than 1 gene.\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/pandas/core/generic.py:5931: ImplicitModificationWarning: Trying to modify attribute `.var` of view, initializing view as actual.\n",
            "  self[name] = value\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "AnnData object with n_obs × n_vars = 6220 × 39329\n",
              "    obs: 'ar_id', 'exp_component_vendor_name', 'batch', 'batch_vendor_name', 'tube', 'tube_internal_name', 'tube_contents_nm', 'tube_contents_nm_from_vendor', 'tube_avg_size_bp', 'tube_input_fmol', 'r1_index', 'r2_index', 'index_sequence_pair', 'organism', 'facs_container', 'sample_name', 'patched_cell_container', 'cell_name', 'cell_id', 'sample_quantity_count', 'sample_quantity_pg', 'external_donor_name', 'gender', 'control', 'cell_prep_type', 'full_genotype', 'facs_population_plan', 'cre_line', 'reporter', 'injection_roi', 'injection_materials', 'roi', 'patchseq_roi', 'medical_conditions', 'slice_min_pos', 'slice_max_pos', 'rna_amplification_set', 'rna_amplification', 'amp_date', 'pcr_cycles', 'percent_cdna_longer_than_400bp', 'rna_amplification_pass_fail', 'amplified_quantity_ng', 'library_prep_set', 'library_prep', 'lib_date', 'library_input_ng', 'avg_size_bp', 'quantification2_ng', 'quantification_fmol', 'quantification2_nm', 'library_prep_pass_fail', 'exp_cluster_density_thousands_per_mm2', 'lane_read_count', 'alignment_date', 'vendor_read_count', 'experiment_component_failed', 'fpkm_published', 'fpkm_dir', 'fpkm_filename', 'transcriptome_bam_filename', 'fastq_path_list', 'total_reads', 'percent_reads_aligned_to_exons', 'percent_reads_aligned_to_rrna', 'percent_reads_aligned_to_trna', 'percent_reads_aligned_to_mt_exons', 'percent_reads_aligned_to_ecoli', 'percent_reads_aligned_to_synthetic_constructs', 'percent_reads_aligned_total', 'complexity_aatt', 'complexity_acgt', 'complexity_agct', 'complexity_at', 'complexity_catg', 'complexity_ccgg', 'complexity_cg', 'complexity_gatc', 'complexity_gc', 'complexity_ta', 'Exclude.STAR', 'Region', 'Well.Row', 'Well.Column', 'Type', 'Class', 'Genes.With.CPM', 'Genes.Detected.CPM', 'Genes.With.FPKM', 'Genes.Detected', 'FPKM.4', 'FPKM.8', 'FPKM.16', 'FPKM.32', 'FPKM.64', 'CPM.4', 'CPM.8', 'CPM.16', 'CPM.32', 'CPM.64', 'Fill.Date', 'FACS.Date', 'ERCCLimit', 'S4.Lot', 'Seq_Amp', 'NexteraLot', 'Nextera.Index.Lot', 'Eye_Cond', 'Trehalose_conc', 'FACS_gate', 'Pipette_Filter_size', 'Injection_type', 'NewBatch', 'Vendor', 'MultiPlex', 'percent_reads_aligned_to_rrna_rmsk', 'percent_reads_aligned_to_trna_rmsk', 'percent_reads_aligned_to_ncrna', 'percent_reads_aligned_to_introns', 'percent_reads_aligned_to_intergenic', 'percent_reads_aligned_unique', 'cluster_membership', 'cluster_label', 'subclass_label', 'class_label', 'cluster_color', 'size'\n",
              "    var: 'chromosome', 'start', 'end', 'strand', 'annotated', 'gene_id_start', 'gene_id_end', 'n_genes', 'gene_id', 'gene_name', 'intron_group', 'intron_group_size', 'n_genes_per_intron_group'"
            ]
          },
          "metadata": {},
          "execution_count": 5
        }
      ],
      "source": [
        "# Load preprocessed intron counts\n",
        "adata = anndata.read_h5ad(\"adata_spl.h5ad\")\n",
        "\n",
        "# These steps only needed because this data was prepared with older code\n",
        "adata.var = adata.var[[\"chromosome\", \"start\", \"end\", \"strand\", \"annotated\"]]\n",
        "adata.var.end -= 1  # to match the coordinates from this gene annotation\n",
        "adata.var.index = adata.var.chromosome.astype(str) + \":\" + adata.var.start.astype(str) + \"-\" + adata.var.end.astype(str)\n",
        "adata = add_gene_annotation(adata, \"Mus_musculus.GRCm38.102.chr.gtf.gz\")\n",
        "adata = group_introns(adata, by=\"three_prime\")\n",
        "\n",
        "adata"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 834
        },
        "id": "sOt5Va6JXf-d",
        "outputId": "7936a3cb-0f9b-435c-f5b7-334fe1316590"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                         ar_id exp_component_vendor_name        batch  \\\n",
              "SM-DAIFT_S23_E1-50   602228936              SM-DAIFT-S23  R8S4-170622   \n",
              "SM-D9E6R_S14_E1-50   593474858              SM-D9E6R-S14  R8S4-170525   \n",
              "SM-DAIFS_S22_E1-50   602228746              SM-DAIFS-S22  R8S4-170622   \n",
              "SM-GE92I_S090_E1-50  708589296             SM-GE92I-S090  R8S4-180530   \n",
              "SM-D9D8E_S33_E1-50   581920364              SM-D9D8E-S33  R8S4-170406   \n",
              "...                        ...                       ...          ...   \n",
              "SM-DAIHD_S46_E1-50   605710745              SM-DAIHD-S46  R8S4-170720   \n",
              "SM-GE92H_S271_E1-50  708586724             SM-GE92H-S271  R8S4-180530   \n",
              "SM-GE92H_S308_E1-50  708586590             SM-GE92H-S308  R8S4-180530   \n",
              "SM-GE92I_S110_E1-50  708589517             SM-GE92I-S110  R8S4-180530   \n",
              "SM-D9D85_S45_E1-50   581890054              SM-D9D85-S45  R8S4-170405   \n",
              "\n",
              "                    batch_vendor_name      tube tube_internal_name  \\\n",
              "SM-DAIFT_S23_E1-50            RSC-099  SM-DAIFT      R8S4-17062204   \n",
              "SM-D9E6R_S14_E1-50            RSC-091  SM-D9E6R      R8S4-17052508   \n",
              "SM-DAIFS_S22_E1-50            RSC-099  SM-DAIFS      R8S4-17062203   \n",
              "SM-GE92I_S090_E1-50           RSC-157  SM-GE92I      R8S4-18053002   \n",
              "SM-D9D8E_S33_E1-50            RSC-079  SM-D9D8E      R8S4-17040604   \n",
              "...                               ...       ...                ...   \n",
              "SM-DAIHD_S46_E1-50            RSC-106  SM-DAIHD      R8S4-17072001   \n",
              "SM-GE92H_S271_E1-50           RSC-157  SM-GE92H      R8S4-18053001   \n",
              "SM-GE92H_S308_E1-50           RSC-157  SM-GE92H      R8S4-18053001   \n",
              "SM-GE92I_S110_E1-50           RSC-157  SM-GE92I      R8S4-18053002   \n",
              "SM-D9D85_S45_E1-50            RSC-078  SM-D9D85      R8S4-17040503   \n",
              "\n",
              "                     tube_contents_nm  tube_contents_nm_from_vendor  \\\n",
              "SM-DAIFT_S23_E1-50           7.488752                          4.99   \n",
              "SM-D9E6R_S14_E1-50           7.123295                          5.31   \n",
              "SM-DAIFS_S22_E1-50           7.174880                          4.09   \n",
              "SM-GE92I_S090_E1-50          4.031132                          2.50   \n",
              "SM-D9D8E_S33_E1-50          10.566960                          8.97   \n",
              "...                               ...                           ...   \n",
              "SM-DAIHD_S46_E1-50           7.648835                          5.50   \n",
              "SM-GE92H_S271_E1-50          4.086923                          2.33   \n",
              "SM-GE92H_S308_E1-50          4.086923                          2.33   \n",
              "SM-GE92I_S110_E1-50          4.031132                          2.50   \n",
              "SM-D9D85_S45_E1-50           8.401289                          6.70   \n",
              "\n",
              "                     tube_avg_size_bp  tube_input_fmol  ...  \\\n",
              "SM-DAIFT_S23_E1-50                420               12  ...   \n",
              "SM-D9E6R_S14_E1-50                399               12  ...   \n",
              "SM-DAIFS_S22_E1-50                443               12  ...   \n",
              "SM-GE92I_S090_E1-50               384                8  ...   \n",
              "SM-D9D8E_S33_E1-50                465               16  ...   \n",
              "...                               ...              ...  ...   \n",
              "SM-DAIHD_S46_E1-50                440               14  ...   \n",
              "SM-GE92H_S271_E1-50               391                8  ...   \n",
              "SM-GE92H_S308_E1-50               391                8  ...   \n",
              "SM-GE92I_S110_E1-50               384                8  ...   \n",
              "SM-D9D85_S45_E1-50                602               14  ...   \n",
              "\n",
              "                    percent_reads_aligned_to_ncrna  \\\n",
              "SM-DAIFT_S23_E1-50                       15.031277   \n",
              "SM-D9E6R_S14_E1-50                       15.284132   \n",
              "SM-DAIFS_S22_E1-50                       14.109851   \n",
              "SM-GE92I_S090_E1-50                       4.197588   \n",
              "SM-D9D8E_S33_E1-50                       13.405312   \n",
              "...                                            ...   \n",
              "SM-DAIHD_S46_E1-50                       15.493389   \n",
              "SM-GE92H_S271_E1-50                       4.054337   \n",
              "SM-GE92H_S308_E1-50                       3.821420   \n",
              "SM-GE92I_S110_E1-50                       3.175135   \n",
              "SM-D9D85_S45_E1-50                       14.670041   \n",
              "\n",
              "                    percent_reads_aligned_to_introns  \\\n",
              "SM-DAIFT_S23_E1-50                         11.336355   \n",
              "SM-D9E6R_S14_E1-50                          6.561394   \n",
              "SM-DAIFS_S22_E1-50                         13.957562   \n",
              "SM-GE92I_S090_E1-50                        12.080669   \n",
              "SM-D9D8E_S33_E1-50                         15.836664   \n",
              "...                                              ...   \n",
              "SM-DAIHD_S46_E1-50                          8.784644   \n",
              "SM-GE92H_S271_E1-50                        15.444640   \n",
              "SM-GE92H_S308_E1-50                        10.037104   \n",
              "SM-GE92I_S110_E1-50                         6.577890   \n",
              "SM-D9D85_S45_E1-50                         12.209011   \n",
              "\n",
              "                    percent_reads_aligned_to_intergenic  \\\n",
              "SM-DAIFT_S23_E1-50                             3.371757   \n",
              "SM-D9E6R_S14_E1-50                             2.902124   \n",
              "SM-DAIFS_S22_E1-50                             4.014140   \n",
              "SM-GE92I_S090_E1-50                           28.210474   \n",
              "SM-D9D8E_S33_E1-50                             3.904935   \n",
              "...                                                 ...   \n",
              "SM-DAIHD_S46_E1-50                             3.359355   \n",
              "SM-GE92H_S271_E1-50                           26.301299   \n",
              "SM-GE92H_S308_E1-50                           27.255065   \n",
              "SM-GE92I_S110_E1-50                           27.868815   \n",
              "SM-D9D85_S45_E1-50                             3.667804   \n",
              "\n",
              "                    percent_reads_aligned_unique cluster_membership  \\\n",
              "SM-DAIFT_S23_E1-50                     84.180973                 48   \n",
              "SM-D9E6R_S14_E1-50                     81.798517                 25   \n",
              "SM-DAIFS_S22_E1-50                     85.662459                 33   \n",
              "SM-GE92I_S090_E1-50                          NaN                 25   \n",
              "SM-D9D8E_S33_E1-50                     84.955293                 31   \n",
              "...                                          ...                ...   \n",
              "SM-DAIHD_S46_E1-50                     85.409958                 35   \n",
              "SM-GE92H_S271_E1-50                          NaN                  3   \n",
              "SM-GE92H_S308_E1-50                          NaN                 16   \n",
              "SM-GE92I_S110_E1-50                          NaN                  4   \n",
              "SM-D9D85_S45_E1-50                     86.008969                 48   \n",
              "\n",
              "                      cluster_label  subclass_label    class_label  \\\n",
              "SM-DAIFT_S23_E1-50      L6 CT Grp_1           L6_CT  Glutamatergic   \n",
              "SM-D9E6R_S14_E1-50       Pvalb Reln           Pvalb      GABAergic   \n",
              "SM-DAIFS_S22_E1-50      L5 IT Rspo1           L5_IT  Glutamatergic   \n",
              "SM-GE92I_S090_E1-50      Pvalb Reln           Pvalb      GABAergic   \n",
              "SM-D9D8E_S33_E1-50   L2/3 IT S100a6     L2slash3_IT  Glutamatergic   \n",
              "...                             ...             ...            ...   \n",
              "SM-DAIHD_S46_E1-50     L5 IT Tcap_1           L5_IT  Glutamatergic   \n",
              "SM-GE92H_S271_E1-50    Lamp5 Pdlim5           Lamp5      GABAergic   \n",
              "SM-GE92H_S308_E1-50        Vip Gpc3             Vip      GABAergic   \n",
              "SM-GE92I_S110_E1-50   Lamp5 Slc35d3           Lamp5      GABAergic   \n",
              "SM-D9D85_S45_E1-50      L6 CT Grp_1           L6_CT  Glutamatergic   \n",
              "\n",
              "                     cluster_color  size  \n",
              "SM-DAIFT_S23_E1-50         #197A6E   781  \n",
              "SM-D9E6R_S14_E1-50         #BC2D71   292  \n",
              "SM-DAIFS_S22_E1-50         #3CBC78   624  \n",
              "SM-GE92I_S090_E1-50        #BC2D71   292  \n",
              "SM-D9D8E_S33_E1-50         #81B389   231  \n",
              "...                            ...   ...  \n",
              "SM-DAIHD_S46_E1-50         #5DDB65   226  \n",
              "SM-GE92H_S271_E1-50        #FF7290    82  \n",
              "SM-GE92H_S308_E1-50        #B94DA7    43  \n",
              "SM-GE92I_S110_E1-50        #FFA388   194  \n",
              "SM-D9D85_S45_E1-50         #197A6E   781  \n",
              "\n",
              "[6220 rows x 127 columns]"
            ],
            "text/html": [
              "\n",
              "  <div id=\"df-6dc27ea4-9a65-4a59-839a-02cfad55b540\">\n",
              "    <div class=\"colab-df-container\">\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>ar_id</th>\n",
              "      <th>exp_component_vendor_name</th>\n",
              "      <th>batch</th>\n",
              "      <th>batch_vendor_name</th>\n",
              "      <th>tube</th>\n",
              "      <th>tube_internal_name</th>\n",
              "      <th>tube_contents_nm</th>\n",
              "      <th>tube_contents_nm_from_vendor</th>\n",
              "      <th>tube_avg_size_bp</th>\n",
              "      <th>tube_input_fmol</th>\n",
              "      <th>...</th>\n",
              "      <th>percent_reads_aligned_to_ncrna</th>\n",
              "      <th>percent_reads_aligned_to_introns</th>\n",
              "      <th>percent_reads_aligned_to_intergenic</th>\n",
              "      <th>percent_reads_aligned_unique</th>\n",
              "      <th>cluster_membership</th>\n",
              "      <th>cluster_label</th>\n",
              "      <th>subclass_label</th>\n",
              "      <th>class_label</th>\n",
              "      <th>cluster_color</th>\n",
              "      <th>size</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>SM-DAIFT_S23_E1-50</th>\n",
              "      <td>602228936</td>\n",
              "      <td>SM-DAIFT-S23</td>\n",
              "      <td>R8S4-170622</td>\n",
              "      <td>RSC-099</td>\n",
              "      <td>SM-DAIFT</td>\n",
              "      <td>R8S4-17062204</td>\n",
              "      <td>7.488752</td>\n",
              "      <td>4.99</td>\n",
              "      <td>420</td>\n",
              "      <td>12</td>\n",
              "      <td>...</td>\n",
              "      <td>15.031277</td>\n",
              "      <td>11.336355</td>\n",
              "      <td>3.371757</td>\n",
              "      <td>84.180973</td>\n",
              "      <td>48</td>\n",
              "      <td>L6 CT Grp_1</td>\n",
              "      <td>L6_CT</td>\n",
              "      <td>Glutamatergic</td>\n",
              "      <td>#197A6E</td>\n",
              "      <td>781</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-D9E6R_S14_E1-50</th>\n",
              "      <td>593474858</td>\n",
              "      <td>SM-D9E6R-S14</td>\n",
              "      <td>R8S4-170525</td>\n",
              "      <td>RSC-091</td>\n",
              "      <td>SM-D9E6R</td>\n",
              "      <td>R8S4-17052508</td>\n",
              "      <td>7.123295</td>\n",
              "      <td>5.31</td>\n",
              "      <td>399</td>\n",
              "      <td>12</td>\n",
              "      <td>...</td>\n",
              "      <td>15.284132</td>\n",
              "      <td>6.561394</td>\n",
              "      <td>2.902124</td>\n",
              "      <td>81.798517</td>\n",
              "      <td>25</td>\n",
              "      <td>Pvalb Reln</td>\n",
              "      <td>Pvalb</td>\n",
              "      <td>GABAergic</td>\n",
              "      <td>#BC2D71</td>\n",
              "      <td>292</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-DAIFS_S22_E1-50</th>\n",
              "      <td>602228746</td>\n",
              "      <td>SM-DAIFS-S22</td>\n",
              "      <td>R8S4-170622</td>\n",
              "      <td>RSC-099</td>\n",
              "      <td>SM-DAIFS</td>\n",
              "      <td>R8S4-17062203</td>\n",
              "      <td>7.174880</td>\n",
              "      <td>4.09</td>\n",
              "      <td>443</td>\n",
              "      <td>12</td>\n",
              "      <td>...</td>\n",
              "      <td>14.109851</td>\n",
              "      <td>13.957562</td>\n",
              "      <td>4.014140</td>\n",
              "      <td>85.662459</td>\n",
              "      <td>33</td>\n",
              "      <td>L5 IT Rspo1</td>\n",
              "      <td>L5_IT</td>\n",
              "      <td>Glutamatergic</td>\n",
              "      <td>#3CBC78</td>\n",
              "      <td>624</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-GE92I_S090_E1-50</th>\n",
              "      <td>708589296</td>\n",
              "      <td>SM-GE92I-S090</td>\n",
              "      <td>R8S4-180530</td>\n",
              "      <td>RSC-157</td>\n",
              "      <td>SM-GE92I</td>\n",
              "      <td>R8S4-18053002</td>\n",
              "      <td>4.031132</td>\n",
              "      <td>2.50</td>\n",
              "      <td>384</td>\n",
              "      <td>8</td>\n",
              "      <td>...</td>\n",
              "      <td>4.197588</td>\n",
              "      <td>12.080669</td>\n",
              "      <td>28.210474</td>\n",
              "      <td>NaN</td>\n",
              "      <td>25</td>\n",
              "      <td>Pvalb Reln</td>\n",
              "      <td>Pvalb</td>\n",
              "      <td>GABAergic</td>\n",
              "      <td>#BC2D71</td>\n",
              "      <td>292</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-D9D8E_S33_E1-50</th>\n",
              "      <td>581920364</td>\n",
              "      <td>SM-D9D8E-S33</td>\n",
              "      <td>R8S4-170406</td>\n",
              "      <td>RSC-079</td>\n",
              "      <td>SM-D9D8E</td>\n",
              "      <td>R8S4-17040604</td>\n",
              "      <td>10.566960</td>\n",
              "      <td>8.97</td>\n",
              "      <td>465</td>\n",
              "      <td>16</td>\n",
              "      <td>...</td>\n",
              "      <td>13.405312</td>\n",
              "      <td>15.836664</td>\n",
              "      <td>3.904935</td>\n",
              "      <td>84.955293</td>\n",
              "      <td>31</td>\n",
              "      <td>L2/3 IT S100a6</td>\n",
              "      <td>L2slash3_IT</td>\n",
              "      <td>Glutamatergic</td>\n",
              "      <td>#81B389</td>\n",
              "      <td>231</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-DAIHD_S46_E1-50</th>\n",
              "      <td>605710745</td>\n",
              "      <td>SM-DAIHD-S46</td>\n",
              "      <td>R8S4-170720</td>\n",
              "      <td>RSC-106</td>\n",
              "      <td>SM-DAIHD</td>\n",
              "      <td>R8S4-17072001</td>\n",
              "      <td>7.648835</td>\n",
              "      <td>5.50</td>\n",
              "      <td>440</td>\n",
              "      <td>14</td>\n",
              "      <td>...</td>\n",
              "      <td>15.493389</td>\n",
              "      <td>8.784644</td>\n",
              "      <td>3.359355</td>\n",
              "      <td>85.409958</td>\n",
              "      <td>35</td>\n",
              "      <td>L5 IT Tcap_1</td>\n",
              "      <td>L5_IT</td>\n",
              "      <td>Glutamatergic</td>\n",
              "      <td>#5DDB65</td>\n",
              "      <td>226</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-GE92H_S271_E1-50</th>\n",
              "      <td>708586724</td>\n",
              "      <td>SM-GE92H-S271</td>\n",
              "      <td>R8S4-180530</td>\n",
              "      <td>RSC-157</td>\n",
              "      <td>SM-GE92H</td>\n",
              "      <td>R8S4-18053001</td>\n",
              "      <td>4.086923</td>\n",
              "      <td>2.33</td>\n",
              "      <td>391</td>\n",
              "      <td>8</td>\n",
              "      <td>...</td>\n",
              "      <td>4.054337</td>\n",
              "      <td>15.444640</td>\n",
              "      <td>26.301299</td>\n",
              "      <td>NaN</td>\n",
              "      <td>3</td>\n",
              "      <td>Lamp5 Pdlim5</td>\n",
              "      <td>Lamp5</td>\n",
              "      <td>GABAergic</td>\n",
              "      <td>#FF7290</td>\n",
              "      <td>82</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-GE92H_S308_E1-50</th>\n",
              "      <td>708586590</td>\n",
              "      <td>SM-GE92H-S308</td>\n",
              "      <td>R8S4-180530</td>\n",
              "      <td>RSC-157</td>\n",
              "      <td>SM-GE92H</td>\n",
              "      <td>R8S4-18053001</td>\n",
              "      <td>4.086923</td>\n",
              "      <td>2.33</td>\n",
              "      <td>391</td>\n",
              "      <td>8</td>\n",
              "      <td>...</td>\n",
              "      <td>3.821420</td>\n",
              "      <td>10.037104</td>\n",
              "      <td>27.255065</td>\n",
              "      <td>NaN</td>\n",
              "      <td>16</td>\n",
              "      <td>Vip Gpc3</td>\n",
              "      <td>Vip</td>\n",
              "      <td>GABAergic</td>\n",
              "      <td>#B94DA7</td>\n",
              "      <td>43</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-GE92I_S110_E1-50</th>\n",
              "      <td>708589517</td>\n",
              "      <td>SM-GE92I-S110</td>\n",
              "      <td>R8S4-180530</td>\n",
              "      <td>RSC-157</td>\n",
              "      <td>SM-GE92I</td>\n",
              "      <td>R8S4-18053002</td>\n",
              "      <td>4.031132</td>\n",
              "      <td>2.50</td>\n",
              "      <td>384</td>\n",
              "      <td>8</td>\n",
              "      <td>...</td>\n",
              "      <td>3.175135</td>\n",
              "      <td>6.577890</td>\n",
              "      <td>27.868815</td>\n",
              "      <td>NaN</td>\n",
              "      <td>4</td>\n",
              "      <td>Lamp5 Slc35d3</td>\n",
              "      <td>Lamp5</td>\n",
              "      <td>GABAergic</td>\n",
              "      <td>#FFA388</td>\n",
              "      <td>194</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>SM-D9D85_S45_E1-50</th>\n",
              "      <td>581890054</td>\n",
              "      <td>SM-D9D85-S45</td>\n",
              "      <td>R8S4-170405</td>\n",
              "      <td>RSC-078</td>\n",
              "      <td>SM-D9D85</td>\n",
              "      <td>R8S4-17040503</td>\n",
              "      <td>8.401289</td>\n",
              "      <td>6.70</td>\n",
              "      <td>602</td>\n",
              "      <td>14</td>\n",
              "      <td>...</td>\n",
              "      <td>14.670041</td>\n",
              "      <td>12.209011</td>\n",
              "      <td>3.667804</td>\n",
              "      <td>86.008969</td>\n",
              "      <td>48</td>\n",
              "      <td>L6 CT Grp_1</td>\n",
              "      <td>L6_CT</td>\n",
              "      <td>Glutamatergic</td>\n",
              "      <td>#197A6E</td>\n",
              "      <td>781</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>6220 rows × 127 columns</p>\n",
              "</div>\n",
              "      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-6dc27ea4-9a65-4a59-839a-02cfad55b540')\"\n",
              "              title=\"Convert this dataframe to an interactive table.\"\n",
              "              style=\"display:none;\">\n",
              "        \n",
              "  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n",
              "       width=\"24px\">\n",
              "    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n",
              "    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n",
              "  </svg>\n",
              "      </button>\n",
              "      \n",
              "  <style>\n",
              "    .colab-df-container {\n",
              "      display:flex;\n",
              "      flex-wrap:wrap;\n",
              "      gap: 12px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert {\n",
              "      background-color: #E8F0FE;\n",
              "      border: none;\n",
              "      border-radius: 50%;\n",
              "      cursor: pointer;\n",
              "      display: none;\n",
              "      fill: #1967D2;\n",
              "      height: 32px;\n",
              "      padding: 0 0 0 0;\n",
              "      width: 32px;\n",
              "    }\n",
              "\n",
              "    .colab-df-convert:hover {\n",
              "      background-color: #E2EBFA;\n",
              "      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n",
              "      fill: #174EA6;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert {\n",
              "      background-color: #3B4455;\n",
              "      fill: #D2E3FC;\n",
              "    }\n",
              "\n",
              "    [theme=dark] .colab-df-convert:hover {\n",
              "      background-color: #434B5C;\n",
              "      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n",
              "      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n",
              "      fill: #FFFFFF;\n",
              "    }\n",
              "  </style>\n",
              "\n",
              "      <script>\n",
              "        const buttonEl =\n",
              "          document.querySelector('#df-6dc27ea4-9a65-4a59-839a-02cfad55b540 button.colab-df-convert');\n",
              "        buttonEl.style.display =\n",
              "          google.colab.kernel.accessAllowed ? 'block' : 'none';\n",
              "\n",
              "        async function convertToInteractive(key) {\n",
              "          const element = document.querySelector('#df-6dc27ea4-9a65-4a59-839a-02cfad55b540');\n",
              "          const dataTable =\n",
              "            await google.colab.kernel.invokeFunction('convertToInteractive',\n",
              "                                                     [key], {});\n",
              "          if (!dataTable) return;\n",
              "\n",
              "          const docLinkHtml = 'Like what you see? Visit the ' +\n",
              "            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
              "            + ' to learn more about interactive tables.';\n",
              "          element.innerHTML = '';\n",
              "          dataTable['output_type'] = 'display_data';\n",
              "          await google.colab.output.renderOutput(dataTable, element);\n",
              "          const docLink = document.createElement('div');\n",
              "          docLink.innerHTML = docLinkHtml;\n",
              "          element.appendChild(docLink);\n",
              "        }\n",
              "      </script>\n",
              "    </div>\n",
              "  </div>\n",
              "  "
            ]
          },
          "metadata": {},
          "execution_count": 6
        }
      ],
      "source": [
        "# Metadata associated to each cell\n",
        "adata.obs"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 423
        },
        "id": "wCbolVLhXf-h",
        "outputId": "ec8537d5-fc4a-4d15-9b8d-e5903035804f"
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "                             chromosome    start      end strand  annotated  \\\n",
              "Mrpl15_chr1:4777649-4778747        chr1  4777649  4778747      -      False   \n",
              "Mrpl15_chr1:4777649-4782567        chr1  4777649  4782567      -       True   \n",
              "Mrpl15_chr1:4782734-4783950        chr1  4782734  4783950      -       True   \n",
              "Mrpl15_chr1:4782734-4785572        chr1  4782734  4785572      -       True   \n",
              "Mrpl15_chr1:4784106-4785572        chr1  4784106  4785572      -       True   \n",
              "...                                 ...      ...      ...    ...        ...   \n",
              "Eif2s3y_chrY:1014320-1014633       chrY  1014320  1014633      +      False   \n",
              "Eif2s3y_chrY:1016192-1017466       chrY  1016192  1017466      +      False   \n",
              "Eif2s3y_chrY:1016685-1017466       chrY  1016685  1017466      +      False   \n",
              "Eif2s3y_chrY:1016685-1017363       chrY  1016685  1017363      +       True   \n",
              "Eif2s3y_chrY:1017103-1017363       chrY  1017103  1017363      +      False   \n",
              "\n",
              "                                   gene_id_start         gene_id_end  n_genes  \\\n",
              "Mrpl15_chr1:4777649-4778747   ENSMUSG00000033845                            1   \n",
              "Mrpl15_chr1:4777649-4782567   ENSMUSG00000033845  ENSMUSG00000033845        1   \n",
              "Mrpl15_chr1:4782734-4783950   ENSMUSG00000033845  ENSMUSG00000033845        1   \n",
              "Mrpl15_chr1:4782734-4785572   ENSMUSG00000033845  ENSMUSG00000033845        1   \n",
              "Mrpl15_chr1:4784106-4785572   ENSMUSG00000033845  ENSMUSG00000033845        1   \n",
              "...                                          ...                 ...      ...   \n",
              "Eif2s3y_chrY:1014320-1014633                      ENSMUSG00000069049        1   \n",
              "Eif2s3y_chrY:1016192-1017466  ENSMUSG00000069049                            1   \n",
              "Eif2s3y_chrY:1016685-1017466  ENSMUSG00000069049                            1   \n",
              "Eif2s3y_chrY:1016685-1017363  ENSMUSG00000069049  ENSMUSG00000069049        1   \n",
              "Eif2s3y_chrY:1017103-1017363                      ENSMUSG00000069049        1   \n",
              "\n",
              "                                         gene_id gene_name  \\\n",
              "Mrpl15_chr1:4777649-4778747   ENSMUSG00000033845    Mrpl15   \n",
              "Mrpl15_chr1:4777649-4782567   ENSMUSG00000033845    Mrpl15   \n",
              "Mrpl15_chr1:4782734-4783950   ENSMUSG00000033845    Mrpl15   \n",
              "Mrpl15_chr1:4782734-4785572   ENSMUSG00000033845    Mrpl15   \n",
              "Mrpl15_chr1:4784106-4785572   ENSMUSG00000033845    Mrpl15   \n",
              "...                                          ...       ...   \n",
              "Eif2s3y_chrY:1014320-1014633  ENSMUSG00000069049   Eif2s3y   \n",
              "Eif2s3y_chrY:1016192-1017466  ENSMUSG00000069049   Eif2s3y   \n",
              "Eif2s3y_chrY:1016685-1017466  ENSMUSG00000069049   Eif2s3y   \n",
              "Eif2s3y_chrY:1016685-1017363  ENSMUSG00000069049   Eif2s3y   \n",
              "Eif2s3y_chrY:1017103-1017363  ENSMUSG00000069049   Eif2s3y   \n",
              "\n",
              "                                        intron_group  intron_group_size  \\\n",
              "Mrpl15_chr1:4777649-4778747    Mrpl15_chr1_4777649_-                  2   \n",
              "Mrpl15_chr1:4777649-4782567    Mrpl15_chr1_4777649_-                  2   \n",
              "Mrpl15_chr1:4782734-4783950    Mrpl15_chr1_4782734_-                  2   \n",
              "Mrpl15_chr1:4782734-4785572    Mrpl15_chr1_4782734_-                  2   \n",
              "Mrpl15_chr1:4784106-4785572    Mrpl15_chr1_4784106_-                  2   \n",
              "...                                              ...                ...   \n",
              "Eif2s3y_chrY:1014320-1014633  Eif2s3y_chrY_1014633_+                  3   \n",
              "Eif2s3y_chrY:1016192-1017466  Eif2s3y_chrY_1017466_+                  2   \n",
              "Eif2s3y_chrY:1016685-1017466  Eif2s3y_chrY_1017466_+                  2   \n",
              "Eif2s3y_chrY:1016685-1017363  Eif2s3y_chrY_1017363_+                  2   \n",
              "Eif2s3y_chrY:1017103-1017363  Eif2s3y_chrY_1017363_+                  2   \n",
              "\n",
              "                              n_genes_per_intron_group  \n",
              "Mrpl15_chr1:4777649-4778747                          1  \n",
              "Mrpl15_chr1:4777649-4782567                          1  \n",
              "Mrpl15_chr1:4782734-4783950                          1  \n",
              "Mrpl15_chr1:4782734-4785572                          1  \n",
              "Mrpl15_chr1:4784106-4785572                          1  \n",
              "...                                                ...  \n",
              "Eif2s3y_chrY:1014320-1014633                         1  \n",
              "Eif2s3y_chrY:1016192-1017466                         1  \n",
              "Eif2s3y_chrY:1016685-1017466                         1  \n",
              "Eif2s3y_chrY:1016685-1017363                         1  \n",
              "Eif2s3y_chrY:1017103-1017363                         1  \n",
              "\n",
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              "      <th></th>\n",
              "      <th>chromosome</th>\n",
              "      <th>start</th>\n",
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              "      <th>strand</th>\n",
              "      <th>annotated</th>\n",
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              "      <th>n_genes_per_intron_group</th>\n",
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              "      <th>Mrpl15_chr1:4777649-4778747</th>\n",
              "      <td>chr1</td>\n",
              "      <td>4777649</td>\n",
              "      <td>4778747</td>\n",
              "      <td>-</td>\n",
              "      <td>False</td>\n",
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              "      <td>1</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>Mrpl15</td>\n",
              "      <td>Mrpl15_chr1_4777649_-</td>\n",
              "      <td>2</td>\n",
              "      <td>1</td>\n",
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              "      <th>Mrpl15_chr1:4777649-4782567</th>\n",
              "      <td>chr1</td>\n",
              "      <td>4777649</td>\n",
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              "      <th>Mrpl15_chr1:4782734-4783950</th>\n",
              "      <td>chr1</td>\n",
              "      <td>4782734</td>\n",
              "      <td>4783950</td>\n",
              "      <td>-</td>\n",
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              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>1</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>Mrpl15</td>\n",
              "      <td>Mrpl15_chr1_4782734_-</td>\n",
              "      <td>2</td>\n",
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              "      <th>Mrpl15_chr1:4782734-4785572</th>\n",
              "      <td>chr1</td>\n",
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              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>Mrpl15</td>\n",
              "      <td>Mrpl15_chr1_4782734_-</td>\n",
              "      <td>2</td>\n",
              "      <td>1</td>\n",
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              "      <th>Mrpl15_chr1:4784106-4785572</th>\n",
              "      <td>chr1</td>\n",
              "      <td>4784106</td>\n",
              "      <td>4785572</td>\n",
              "      <td>-</td>\n",
              "      <td>True</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>1</td>\n",
              "      <td>ENSMUSG00000033845</td>\n",
              "      <td>Mrpl15</td>\n",
              "      <td>Mrpl15_chr1_4784106_-</td>\n",
              "      <td>2</td>\n",
              "      <td>1</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
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              "      <td>...</td>\n",
              "      <td>...</td>\n",
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              "    <tr>\n",
              "      <th>Eif2s3y_chrY:1014320-1014633</th>\n",
              "      <td>chrY</td>\n",
              "      <td>1014320</td>\n",
              "      <td>1014633</td>\n",
              "      <td>+</td>\n",
              "      <td>False</td>\n",
              "      <td></td>\n",
              "      <td>ENSMUSG00000069049</td>\n",
              "      <td>1</td>\n",
              "      <td>ENSMUSG00000069049</td>\n",
              "      <td>Eif2s3y</td>\n",
              "      <td>Eif2s3y_chrY_1014633_+</td>\n",
              "      <td>3</td>\n",
              "      <td>1</td>\n",
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              "      <th>Eif2s3y_chrY:1016192-1017466</th>\n",
              "      <td>chrY</td>\n",
              "      <td>1016192</td>\n",
              "      <td>1017466</td>\n",
              "      <td>+</td>\n",
              "      <td>False</td>\n",
              "      <td>ENSMUSG00000069049</td>\n",
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              "      <td>Eif2s3y</td>\n",
              "      <td>Eif2s3y_chrY_1017466_+</td>\n",
              "      <td>2</td>\n",
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              "      <th>Eif2s3y_chrY:1016685-1017466</th>\n",
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              "      <td>Eif2s3y_chrY_1017466_+</td>\n",
              "      <td>2</td>\n",
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              "      <th>Eif2s3y_chrY:1016685-1017363</th>\n",
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              "      <td>1017363</td>\n",
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              "      <td></td>\n",
              "      <td>ENSMUSG00000069049</td>\n",
              "      <td>1</td>\n",
              "      <td>ENSMUSG00000069049</td>\n",
              "      <td>Eif2s3y</td>\n",
              "      <td>Eif2s3y_chrY_1017363_+</td>\n",
              "      <td>2</td>\n",
              "      <td>1</td>\n",
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          },
          "metadata": {},
          "execution_count": 7
        }
      ],
      "source": [
        "# Metadata associated to each intron/splice junction\n",
        "adata.var"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tD23kYcGXf-j",
        "outputId": "5208ecfc-f5b6-426b-b232-289c7ae73dd0"
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n"
          ]
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(6220, 25729)"
            ]
          },
          "metadata": {},
          "execution_count": 8
        }
      ],
      "source": [
        "adata = filter_min_cells_per_feature(adata, 100)\n",
        "adata = filter_min_cells_per_intron_group(adata, 100)\n",
        "adata.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "id": "rND8w5yyXf-k"
      },
      "outputs": [],
      "source": [
        "# Obtaining a low dimensional visualization based on alternative splicing\n",
        "adata.obsm[\"X_umap\"] = UMAP(n_components=2).fit_transform(run_pca(adata, 10))"
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "sc.pl.umap(adata, color=['class_label', 'subclass_label'], wspace=0.25)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 517
        },
        "id": "Kh72la9V7M_1",
        "outputId": "75a9a8de-b89c-4900-e148-4c3b39b080ef"
      },
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/scanpy/plotting/_tools/scatterplots.py:392: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n",
            "  cax = scatter(\n",
            "/usr/local/lib/python3.10/dist-packages/scanpy/plotting/_tools/scatterplots.py:392: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n",
            "  cax = scatter(\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1600x480 with 2 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "id": "FPYg8ES016-G",
        "outputId": "03acfd32-c70a-4d9d-849c-69605f3b5def",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "L5_IT          1571\n",
              "L6_CT           904\n",
              "Vip             659\n",
              "L6b             571\n",
              "Pvalb           542\n",
              "L2slash3_IT     483\n",
              "Sst             427\n",
              "L6_IT           395\n",
              "Lamp5           376\n",
              "L5slash6_NP     208\n",
              "Sncg             84\n",
              "Name: subclass_label, dtype: int64"
            ]
          },
          "metadata": {},
          "execution_count": 11
        }
      ],
      "source": [
        "adata.obs.subclass_label.value_counts()"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "id": "tNoxovN716-H",
        "outputId": "b03df4e4-e137-44ac-adcb-766b7a0e0672",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "['L5_IT',\n",
              " 'L6_CT',\n",
              " 'Vip',\n",
              " 'L6b',\n",
              " 'Pvalb',\n",
              " 'L2slash3_IT',\n",
              " 'Sst',\n",
              " 'L6_IT',\n",
              " 'Lamp5']"
            ]
          },
          "metadata": {},
          "execution_count": 12
        }
      ],
      "source": [
        "groups_test = adata.obs.subclass_label.value_counts()[:9].index.tolist()\n",
        "groups_test"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "id": "zfJdr2L116-H",
        "outputId": "7ca0d208-14aa-4678-f02c-b98f94dc079f",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "L5_IT\n",
            "sample sizes:  1571 4357\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 23904)\n",
            "Number of intron groups:  10398\n",
            "Number of introns:  23904\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 10398/10398 [18:24<00:00,  9.41it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "L6_CT\n",
            "sample sizes:  904 5024\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 21850)\n",
            "Number of intron groups:  9418\n",
            "Number of introns:  21850\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 9418/9418 [17:41<00:00,  8.87it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Vip\n",
            "sample sizes:  659 5269\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 16831)\n",
            "Number of intron groups:  7137\n",
            "Number of introns:  16831\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 7137/7137 [17:35<00:00,  6.76it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "L6b\n",
            "sample sizes:  571 5357\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 20311)\n",
            "Number of intron groups:  8717\n",
            "Number of introns:  20311\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 8717/8717 [18:16<00:00,  7.95it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Pvalb\n",
            "sample sizes:  542 5386\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 16858)\n",
            "Number of intron groups:  7175\n",
            "Number of introns:  16858\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 7175/7175 [17:20<00:00,  6.90it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "L2slash3_IT\n",
            "sample sizes:  483 5445\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 20804)\n",
            "Number of intron groups:  8933\n",
            "Number of introns:  20804\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 8933/8933 [18:23<00:00,  8.09it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Sst\n",
            "sample sizes:  427 5501\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 16588)\n",
            "Number of intron groups:  7035\n",
            "Number of introns:  16588\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 7035/7035 [17:03<00:00,  6.87it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "L6_IT\n",
            "sample sizes:  395 5533\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 19541)\n",
            "Number of intron groups:  8346\n",
            "Number of introns:  19541\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 8346/8346 [17:58<00:00,  7.73it/s]\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Lamp5\n",
            "sample sizes:  376 5552\n",
            "(5928, 25729)\n",
            "filter_min_cells_per_feature\n",
            "filter_singletons\n",
            "(5928, 25089)\n",
            "filter_min_global_proportion\n",
            "filter_singletons\n",
            "(5928, 24670)\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "filter_min_cells_per_intron_group\n",
            "filter_singletons\n",
            "(5928, 15780)\n",
            "Number of intron groups:  6670\n",
            "Number of introns:  15780\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "100%|██████████| 6670/6670 [16:56<00:00,  6.56it/s]\n"
          ]
        }
      ],
      "source": [
        "diff_spl_intron_groups, diff_spl_introns = run_differential_splicing_for_each_group(\n",
        "    adata, \"subclass_label\", groups=groups_test, subset_to_groups=True,\n",
        "    min_cells_per_intron_group=100, min_total_cells_per_intron=100,\n",
        "    n_jobs=-1,  # -1 means use all cores\n",
        "    # It will run much faster on a machine with multiple cores than in Colab\n",
        ")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "id": "i5IDKD3I16-H",
        "outputId": "a889da9a-cb47-4d00-e9a2-b08a1c925e60",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "(10485, 12)"
            ]
          },
          "metadata": {},
          "execution_count": 14
        }
      ],
      "source": [
        "sig_diff_spl_intron_groups = diff_spl_intron_groups.query('p_value_adj < 0.05 and max_abs_delta_psi > 0.05')\n",
        "sig_diff_spl_intron_groups.shape"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "id": "zAcCJrvc16-H",
        "outputId": "4fc5e2c6-aaf7-4b2b-869c-4eb00871f532",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 449
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "# Number of significant events per cell type\n",
        "sns.countplot(sig_diff_spl_intron_groups, y=\"test_group\", color=\"C0\", order=groups_test);"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "id": "8rAzsKso16-I",
        "outputId": "51cc3eef-2d15-41f2-d3cc-bdf107e2fc3a",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/scquint/data.py:212: RuntimeWarning: invalid value encountered in true_divide\n",
            "  return X / intron_group_sums[:,groups]\n"
          ]
        }
      ],
      "source": [
        "# Calculate PSI (intron proportions) from intron counts\n",
        "# This is expected to contain lots of nan's\n",
        "adata.layers[\"PSI_raw\"] = calculate_PSI(adata)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "id": "Hnjhi8n216-I",
        "outputId": "fb7c08e3-b30f-4923-e58f-57f202dc8733",
        "colab": {
          "base_uri": "https://localhost:8080/"
        }
      },
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "{'L5_IT': ['Tiam1_chr16:89813128-89817960',\n",
              "  'Rcan2_chr17:43836498-44017766',\n",
              "  'Synpr_chr14:13454353-13493507',\n",
              "  'Cntnap2_chr6:47193080-47271139',\n",
              "  'Kalrn_chr16:34055116-34095795',\n",
              "  'Sorbs1_chr19:40324833-40325470',\n",
              "  'Mobp_chr9:120179167-120179326',\n",
              "  'Zfp827_chr8:79141336-79175832',\n",
              "  'Smg6_chr11:75132745-75139192',\n",
              "  'Tac2_chr10:127728757-127729113'],\n",
              " 'L6_CT': ['Grip1_chr10:119692622-119897714',\n",
              "  'Aspg_chr12:112122124-112122943',\n",
              "  'Osbp2_chr11:3726576-3819836',\n",
              "  'Foxp1_chr6:99016666-99075853',\n",
              "  'Plch2_chr4:154984966-154986214',\n",
              "  'Enpp2_chr15:54919699-54952547',\n",
              "  'Arnt2_chr7:84361669-84409854',\n",
              "  'Mast4_chr13:102853920-103025521',\n",
              "  'Adgrd1_chr5:129115178-129122410',\n",
              "  'Fhit_chr14:10421614-10453368'],\n",
              " 'Vip': ['Nrxn1_chr17:90597630-90623419',\n",
              "  'Ptprd_chr4:76136922-76140513',\n",
              "  'Nrxn3_chr12:89348450-89503017',\n",
              "  'Fam131a_chr16:20694830-20695738',\n",
              "  'Camk2a_chr18:60969044-60969993',\n",
              "  'Caly_chr7:140081539-140082461',\n",
              "  'Gas7_chr11:67455775-67603107',\n",
              "  'Bcar3_chr3:122455093-122504926',\n",
              "  'Shisa9_chr16:12244764-12267423',\n",
              "  'B230209E15Rik_chr7:61535489-61546000'],\n",
              " 'L6b': ['Afap1l1_chr18:61736948-61737182',\n",
              "  'Rbfox1_chr16:5763912-6173604',\n",
              "  'Frmpd4_chrX:167897639-168447947',\n",
              "  'Dpp10_chr1:123905177-124845718',\n",
              "  'Nol4_chr18:22823571-22850637',\n",
              "  'Gnal_chr18:67088874-67134212',\n",
              "  'Snap25_chr2:136769861-136773894',\n",
              "  'Smarcd3_chr5:24598804-24601780',\n",
              "  'Cacnb3_chr15:98632521-98639487',\n",
              "  'Ank3_chr10:69534285-69808415'],\n",
              " 'Pvalb': ['Sox5_chr6:144155224-144434424',\n",
              "  'Arhgef2_chr3:88616655-88629786',\n",
              "  'Ablim2_chr5:35841402-35848803',\n",
              "  'Snap91_chr9:86792737-86798537',\n",
              "  'Kcnc3_chr7:44598576-44601868',\n",
              "  'Kcnma1_chr14:23442080-23451598',\n",
              "  'Arhgef3_chr14:27361796-27362789',\n",
              "  'Tex9_chr9:72478423-72480596',\n",
              "  'Srr_chr11:74913134-74919436',\n",
              "  'Dlgap4_chr2:156748421-156748943'],\n",
              " 'L2slash3_IT': ['Gria1_chr11:57310723-57317665',\n",
              "  'Rapgef4_chr2:72174477-72174801',\n",
              "  'Gria2_chr3:80689352-80690403',\n",
              "  'Erc2_chr14:27876203-27876586',\n",
              "  'Ccdc173_chr2:69778217-69778532',\n",
              "  'Smarca2_chr19:26720948-26751823',\n",
              "  'Slc35c2_chr2:165283536-165286480',\n",
              "  'Ttc7b_chr12:100332720-100340496',\n",
              "  'Ptprn2_chr12:117154299-117161593',\n",
              "  'Eif4ebp1_chr8:27243169-27273322'],\n",
              " 'Sst': ['Nek7_chr1:138502666-138504968',\n",
              "  'Adam22_chr5:8082270-8087981',\n",
              "  'Ash2l_chr8:25828860-25831272',\n",
              "  'Septin11_chr5:93167688-93175403',\n",
              "  'Exoc1_chr5:76557864-76559003',\n",
              "  'D1Ertd622e_chr1:97654690-97661830',\n",
              "  'Sorl1_chr9:41974130-41974297',\n",
              "  'Fxyd1_chr7:31052178-31053024',\n",
              "  'Ahi1_chr10:21058251-21072542',\n",
              "  'Alcam_chr16:52268500-52270646'],\n",
              " 'L6_IT': ['Aldh1a1_chr19:20493525-20553098',\n",
              "  'Sulf1_chr1:12718784-12728593',\n",
              "  'Cpeb1_chr7:81372201-81372408',\n",
              "  'Tpm1_chr9:67036129-67047785',\n",
              "  'Fam110b_chr4:5724511-5729570',\n",
              "  'Otub2_chr12:103377369-103400195',\n",
              "  'Arid5b_chr10:68135107-68136485',\n",
              "  'Hpcal1_chr12:17767300-17786146',\n",
              "  'Slc26a4_chr12:31522526-31525450'],\n",
              " 'Lamp5': ['Dlgap1_chr17:70516997-70593166',\n",
              "  'Vgll4_chr6:114890807-114921316',\n",
              "  'Ndrg4_chr8:95677872-95697193',\n",
              "  'R3hdm2_chr10:127400194-127444275',\n",
              "  'Oxr1_chr15:41831130-41848669',\n",
              "  'Pigp_chr16:94370193-94370365',\n",
              "  'Fgf12_chr16:28398389-28444992',\n",
              "  'Etl4_chr2:20722724-20743458',\n",
              "  'Adk_chr14:21052701-21092366',\n",
              "  'Gria3_chrX:41654925-41672218']}"
            ]
          },
          "metadata": {},
          "execution_count": 17
        }
      ],
      "source": [
        "marker_introns = find_marker_introns(\n",
        "    diff_spl_intron_groups, diff_spl_introns, n=10, min_delta_psi=0.3,\n",
        ")\n",
        "marker_introns = {c: marker_introns[c] for c in groups_test} # just reordering\n",
        "marker_introns"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "id": "0TtMqtaW16-I",
        "outputId": "ab9c6f2c-cfb7-431d-8e82-391c205f4c06",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        }
      },
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 483x3215 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "sc.pl.matrixplot(\n",
        "    # we want to mask introns with less than min_cells=10 cells with defined PSI\n",
        "    # to reduce noise in the heatmap visualization\n",
        "    mask_PSI(\n",
        "        adata[adata.obs.subclass_label.isin(groups_test)],\n",
        "        marker_introns, \"subclass_label\", min_cells=10\n",
        "    ),\n",
        "    marker_introns, 'subclass_label', cmap='coolwarm', categories_order=groups_test,\n",
        "    swap_axes=True, layer=\"PSI_raw_masked\", colorbar_title=\"Mean PSI\", vmin=0, vmax=1,\n",
        ")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
        "id": "svY3Buc316-I",
        "outputId": "4d586c26-4ac1-4937-93eb-f8f7ca56e7da",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 913
        }
      },
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "WARNING: Gene labels are not shown when more than 50 genes are visualized. To show gene labels set `show_gene_labels=True`\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 1000x1000 with 4 Axes>"
            ],
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ],
      "source": [
        "sc.pl.heatmap(\n",
        "    mask_PSI(\n",
        "        adata[adata.obs.subclass_label.isin(groups_test)],\n",
        "        marker_introns, \"subclass_label\", min_cells=10\n",
        "    ),\n",
        "    marker_introns,\n",
        "    'subclass_label',\n",
        "    cmap='coolwarm',\n",
        "    #categories_order=groups_test,  # not working for some reason\n",
        "    swap_axes=True,\n",
        "    layer=\"PSI_raw_masked\",\n",
        "    vmin=0,\n",
        "    vmax=1,\n",
        "    figsize=(10, 10),\n",
        ")"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "id": "kxQuOpIxSnC6"
      },
      "outputs": [],
      "source": [
        "# The results can be further visualized with\n",
        "# the cellxgene browser https://scquint.ds.czbiohub.org/BICCN-mouse-primary-motor-cortex/\n",
        "# and UCSC Genome Browser https://genome.ucsc.edu/s/gbenegas/primarymotorcortex"
      ]
    }
  ],
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "display_name": "Python 3.7",
      "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": "3.7.4"
    }
  },
  "nbformat": 4,
  "nbformat_minor": 0
}