{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Get AL Neurons (Hemibrain v1.2)\n", "\n", "### What this notebook does\n", "\n", "- Uses neurons provided from [Schlegel, Bates, et al 2020](https://www.biorxiv.org/content/10.1101/2020.12.15.401257v3) to fetch neuron + synapse information from the Hemibrain API\n", "- Saves a table of neurons, `df_neur_ids`, and a connectivity matrix, `al_block`, for use in simulations\n", "\n", "\n", "### Helpful links\n", "- Documentation for Janelia's API is found here:\n", " - https://connectome-neuprint.github.io/neuprint-python/docs/api.html\n", "- Intro to the Hemibrain dataset:\n", " - https://www.janelia.org/sites/default/files/Project%20Teams/Fly%20EM/1.1%20191004_HemibrainDataset.pdf" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "import sys\n", "import time\n", "import re\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import matplotlib as mpl\n", "from mpl_toolkits import mplot3d\n", "import seaborn as sns\n", "\n", "\n", "from neuprint import Client, queries, NeuronCriteria as NC, SynapseCriteria as SC" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# set location of ALVariability/\n", "project_dir = '..'\n", "\n", "sys.path.append(project_dir)\n", "from utils.plot_utils import set_font_sizes, plot_value_counts_of_series\n", "\n", "set_font_sizes()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Set Hemibrain query access token\n", "\n", "To access Hemibrain data from Janelia's server, you need to provide a user access token. \n", "\n", "Use a Google account to sign in to https://neuprint.janelia.org, -- you will see a personalized Auth Token in https://neuprint.janelia.org/account. This is what you provide as `token` in the hemibrain's `Client` object.\n", "\n", "You could just paste your own token into this notebook, or you could make a new file, like `hemibrain_access_token.py`, in this directory with a single variable in it that stores your personal Auth Token: `my_token = 'PastedAuthTokenHere`." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'0.1.0'" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# import your token from a file, hemibrain_access_token.py\n", "# or, just define it here:\n", "# my_token = 'Pasted Auth Token from https://neuprint.janelia.org/account'\n", "from hemibrain_access_token import my_token\n", "c = Client('neuprint.janelia.org', \n", " dataset='hemibrain:v1.2.1', \n", " token=my_token)\n", "c.fetch_version()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "out_dir = 'hemibrain_v1_2'\n", "if not os.path.exists(out_dir):\n", " os.makedirs(out_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Import Schlegel, Bates 2020 data\n", "\n", "Use neurons identified in https://www.biorxiv.org/content/10.1101/2020.12.15.401257v3 for use in the model.\n", "\n", "(Retrieved December 22, 2020)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "schlegel_orn_df = pd.read_csv(os.path.join(project_dir, 'datasets/SchlegelBates2020/S3_hemibrain_ALRN_meta.csv'))\n", "schlegel_ln_df = pd.read_csv(os.path.join(project_dir, 'datasets/SchlegelBates2020/S4_hemibrain_ALLN_meta.csv'))\n", "schlegel_pn_df = pd.read_csv(os.path.join(project_dir, 'datasets/SchlegelBates2020/S5_hemibrain_ALPN_meta.csv'))" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(197, 28)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "schlegel_ln_df.shape" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# define non-olfactory glomeruli\n", "thermo_hygro_gloms = np.array(['VP1d', 'VP1l', 'VP1m', 'VP2', 'VP3', 'VP4', 'VP5'])" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# take only ORNs of olfactory glomeruli\n", "df_orns = schlegel_orn_df[(~schlegel_orn_df.glomerulus.isin(thermo_hygro_gloms)) & \n", " (~schlegel_orn_df.glomerulus.isna())]\n", "\n", "# extract glomerulus names\n", "olfactory_gloms = df_orns.glomerulus.value_counts().index.values\n", "all_gloms = np.concatenate((olfactory_gloms, thermo_hygro_gloms))\n", "\n", "# convert each glomerulus to its ROI name in the hemibrain API (i.e. DM2 --> AL-DM2(R))\n", "olfactory_glom_roi_names = np.array([f'AL-{g}(R)' for g in olfactory_gloms])\n", "all_glom_roi_names = np.array([f'AL-{g}(R)' for g in all_gloms])\n", "\n", "df_lns = schlegel_ln_df\n", "df_upns = schlegel_pn_df[schlegel_pn_df.glomerulus.isin(olfactory_gloms)]\n", "df_mpns = schlegel_pn_df[schlegel_pn_df.glomerulus == 'mPN']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Retrieve neurons from hemibrain API" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "df_hemi_orn_neurons, df_hemi_orn_roi_counts = queries.fetch_neurons(NC(bodyId=df_orns.bodyid))\n", "df_hemi_ln_neurons, df_hemi_ln_roi_counts = queries.fetch_neurons(NC(bodyId=df_lns.bodyid))\n", "df_hemi_upn_neurons, df_hemi_upn_roi_counts = queries.fetch_neurons(NC(bodyId=df_upns.bodyid))\n", "df_hemi_mpn_neurons, df_hemi_mpn_roi_counts = queries.fetch_neurons(NC(bodyId=df_mpns.bodyid))" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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bodyIdtypeinstancealtype
01543124896ORN_DM3ORN_DM3_LORN
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" ], "text/plain": [ " bodyId type instance altype\n", "0 1543124896 ORN_DM3 ORN_DM3_L ORN\n", "1 1543124950 ORN_DM3 ORN_DM3_L ORN\n", "2 1543124957 ORN_DM3 ORN_DM3_L ORN\n", "3 1574159751 ORN_DL5 ORN_DL5_R ORN\n", "4 1574159997 ORN_DL5 ORN_DL5_R ORN\n", "... ... ... ... ...\n", "3062 5813079228 M_lvPNm30 M_lvPNm30_R mPN\n", "3063 5813083723 M_l2PNm17 M_l2PNm17_R mPN\n", "3064 5813090752 M_vPNml81 M_vPNml81_R mPN\n", "3065 5901194250 M_lvPNm37 M_lvPNm37_R mPN\n", "3066 5901194556 M_lvPNm37 M_lvPNm37_R mPN\n", "\n", "[3067 rows x 4 columns]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_hemi_orns = df_hemi_orn_neurons.copy()[['bodyId', 'type', 'instance']]\n", "df_hemi_orns['altype'] = 'ORN'\n", "df_hemi_lns = df_hemi_ln_neurons.copy()[['bodyId', 'type', 'instance']]\n", "df_hemi_lns['altype'] = 'LN'\n", "df_hemi_upns = df_hemi_upn_neurons.copy()[['bodyId', 'type', 'instance']]\n", "df_hemi_upns['altype'] = 'uPN'\n", "df_hemi_mpns = df_hemi_mpn_neurons.copy()[['bodyId', 'type', 'instance']]\n", "df_hemi_mpns['altype'] = 'mPN'\n", "\n", "df_neur_ids = pd.concat((df_hemi_orns, \n", " df_hemi_lns,\n", " df_hemi_upns,\n", " df_hemi_mpns)).reset_index(drop=True)\n", "df_neur_ids" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "ORN 2574\n", "LN 197\n", "mPN 166\n", "uPN 130\n", "Name: altype, dtype: int64" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_neur_ids['altype'].value_counts()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now retrieve all synapses between the above neurons:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "all_bodyIds = df_neur_ids.bodyId\n", "n_bodyIds = len(all_bodyIds)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0b739b6782414fdda0848c2f534d6ce7", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/16 [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", " \n", " \n", "
bodyId_prebodyId_postroiweight
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11329599710542634818AL(R)2
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\n", "" ], "text/plain": [ " bodyId_pre bodyId_post roi weight\n", "0 294792184 1447205602 AL(R) 1\n", "6 294792184 1857825571 AL(R) 1\n", "11 329599710 542634818 AL(R) 2\n", "13 329599710 609924156 AL(R) 1\n", "15 329599710 635062078 AL(R) 5" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_synapses_long = roi_conn_df_nonprim[roi_conn_df_nonprim['roi'] == 'AL(R)']\n", "df_synapses_long.head()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "# AL(R) and the nonprimary ROIs (glomeruli)\n", "relevant_rois = np.concatenate((['AL(R)'], all_glom_roi_names))" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " AL(R) AL-D(R) AL-DA1(R) AL-DA2(R) AL-DA3(R) AL-DA4l(R) \\\n", "bodyId_post \n", "294792184 108.0 1.0 0.0 11.0 0.0 0.0 \n", "329599710 122.0 0.0 0.0 0.0 0.0 0.0 \n", "417199910 46.0 0.0 0.0 0.0 0.0 0.0 \n", "480927537 77.0 0.0 0.0 13.0 0.0 0.0 \n", "481268653 9.0 0.0 0.0 0.0 0.0 0.0 \n", "... ... ... ... ... ... ... \n", "5901215173 31.0 0.0 0.0 0.0 0.0 0.0 \n", "5901218894 16688.0 333.0 420.0 150.0 142.0 2.0 \n", "5901221329 139.0 0.0 0.0 0.0 0.0 0.0 \n", "5901222910 2689.0 0.0 0.0 0.0 0.0 0.0 \n", "7112613444 69.0 0.0 0.0 0.0 0.0 0.0 \n", "\n", " AL-DA4m(R) AL-DC1(R) AL-DC2(R) AL-DC3(R) ... AL-VM7d(R) \\\n", "bodyId_post ... \n", "294792184 5.0 42.0 6.0 0.0 ... 0.0 \n", "329599710 0.0 0.0 0.0 0.0 ... 0.0 \n", "417199910 0.0 0.0 0.0 0.0 ... 0.0 \n", "480927537 5.0 28.0 10.0 0.0 ... 0.0 \n", "481268653 0.0 0.0 0.0 0.0 ... 0.0 \n", "... ... ... ... ... ... ... \n", "5901215173 0.0 0.0 0.0 0.0 ... 0.0 \n", "5901218894 9.0 510.0 174.0 254.0 ... 203.0 \n", "5901221329 0.0 0.0 0.0 0.0 ... 0.0 \n", "5901222910 0.0 0.0 0.0 0.0 ... 225.0 \n", "7112613444 0.0 0.0 0.0 0.0 ... 0.0 \n", "\n", " AL-VM7v(R) AL-VP1d(R) AL-VP1l(R) AL-VP1m(R) AL-VP2(R) \\\n", "bodyId_post \n", "294792184 3.0 0.0 5.0 0.0 0.0 \n", "329599710 0.0 5.0 0.0 0.0 0.0 \n", "417199910 0.0 4.0 18.0 0.0 1.0 \n", "480927537 0.0 0.0 1.0 0.0 0.0 \n", "481268653 0.0 0.0 0.0 1.0 0.0 \n", "... ... ... ... ... ... \n", "5901215173 0.0 0.0 0.0 0.0 0.0 \n", "5901218894 213.0 488.0 84.0 219.0 145.0 \n", "5901221329 0.0 0.0 0.0 0.0 0.0 \n", "5901222910 7.0 1.0 0.0 0.0 0.0 \n", "7112613444 0.0 0.0 0.0 0.0 0.0 \n", "\n", " AL-VP3(R) AL-VP4(R) AL-VP5(R) other \n", "bodyId_post \n", "294792184 0.0 9.0 0.0 3.0 \n", "329599710 0.0 0.0 1.0 5.0 \n", "417199910 4.0 5.0 0.0 0.0 \n", "480927537 0.0 6.0 0.0 0.0 \n", "481268653 0.0 0.0 0.0 0.0 \n", "... ... ... ... ... \n", "5901215173 0.0 0.0 0.0 0.0 \n", "5901218894 122.0 158.0 164.0 104.0 \n", "5901221329 0.0 0.0 0.0 0.0 \n", "5901222910 0.0 0.0 0.0 5.0 \n", "7112613444 0.0 0.0 0.0 0.0 \n", "\n", "[3057 rows x 60 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_synapses_post = df_synapses_all_ROIs.groupby('bodyId_post').sum().drop(columns='bodyId_pre')\n", "df_synapses_post" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "df_synapses_tot = df_synapses_pre.add(df_synapses_post, fill_value=0)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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3015 rows × 3057 columns

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" ], "text/plain": [ "bodyId_post 294792184 329599710 417199910 480927537 481268653 \\\n", "bodyId_pre \n", "294792184 NaN NaN NaN NaN NaN \n", "329599710 NaN NaN NaN NaN NaN \n", "417199910 NaN NaN NaN NaN NaN \n", "542311358 NaN NaN NaN NaN NaN \n", "542634818 NaN 11.0 NaN NaN NaN \n", "... ... ... ... ... ... \n", "5901215173 NaN NaN NaN NaN NaN \n", "5901218894 NaN NaN 1.0 NaN NaN \n", "5901221329 NaN NaN NaN NaN NaN \n", "5901222910 NaN NaN NaN NaN NaN \n", "7112613444 NaN NaN NaN NaN NaN \n", "\n", "bodyId_post 541632990 542311358 542634818 542652506 542665377 ... \\\n", "bodyId_pre ... \n", "294792184 NaN NaN NaN NaN NaN ... \n", "329599710 NaN NaN 2.0 NaN NaN ... \n", "417199910 NaN NaN NaN NaN NaN ... \n", "542311358 NaN NaN NaN NaN NaN ... \n", "542634818 NaN NaN NaN 1.0 NaN ... \n", "... ... ... ... ... ... ... \n", "5901215173 NaN NaN NaN NaN NaN ... \n", "5901218894 1.0 NaN 48.0 NaN NaN ... \n", "5901221329 NaN NaN NaN NaN NaN ... \n", "5901222910 NaN NaN 2.0 NaN NaN ... \n", "7112613444 NaN NaN NaN NaN NaN ... \n", "\n", "bodyId_post 5901206814 5901209981 5901210175 5901210481 5901210546 \\\n", "bodyId_pre \n", "294792184 NaN NaN NaN NaN NaN \n", "329599710 NaN NaN NaN NaN NaN \n", "417199910 NaN NaN NaN NaN NaN \n", "542311358 NaN NaN NaN NaN NaN \n", "542634818 NaN NaN NaN NaN NaN \n", "... ... ... ... ... ... \n", "5901215173 NaN NaN NaN NaN NaN \n", "5901218894 3.0 1.0 4.0 NaN NaN \n", "5901221329 NaN NaN NaN NaN NaN \n", "5901222910 NaN NaN NaN NaN NaN \n", "7112613444 NaN NaN NaN NaN NaN \n", "\n", "bodyId_post 5901215173 5901218894 5901221329 5901222910 7112613444 \n", "bodyId_pre \n", "294792184 NaN NaN NaN NaN NaN \n", "329599710 NaN NaN NaN NaN NaN \n", "417199910 NaN NaN NaN NaN NaN \n", "542311358 NaN NaN NaN NaN NaN \n", "542634818 NaN 68.0 NaN NaN NaN \n", "... ... ... ... ... ... \n", "5901215173 NaN 4.0 NaN NaN NaN \n", "5901218894 2.0 NaN 4.0 22.0 3.0 \n", "5901221329 NaN 3.0 NaN NaN NaN \n", "5901222910 NaN 26.0 NaN NaN NaN \n", "7112613444 NaN 3.0 NaN NaN NaN \n", "\n", "[3015 rows x 3057 columns]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_synapses = df_synapses_long.pivot('bodyId_pre', 'bodyId_post', 'weight')\n", "df_synapses" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "row_bodyids = df_synapses.index.values\n", "col_bodyids = df_synapses.columns.values\n", "\n", "uniq_bodyids = np.unique(np.concatenate((row_bodyids, col_bodyids)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Inspect which neurons present in the Schlegel et al files do not have synapses in the AL(R):" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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bodyIdtypeinstancealtype
1031636247688ORN_DL5ORN_DL5ORN
1191637983203ORN_DL3ORN_DL3ORN
6211701757496ORN_VA6ORN_VA6_LORN
13051949359185ORN_VM7dORN_VM7d_RORN
2932731690040M_spPN5t10M_spPN5t10(PVM01)_LmPN
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" ], "text/plain": [ " bodyId type instance altype\n", "103 1636247688 ORN_DL5 ORN_DL5 ORN\n", "119 1637983203 ORN_DL3 ORN_DL3 ORN\n", "621 1701757496 ORN_VA6 ORN_VA6_L ORN\n", "1305 1949359185 ORN_VM7d ORN_VM7d_R ORN\n", "2932 731690040 M_spPN5t10 M_spPN5t10(PVM01)_L mPN" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_neur_ids[~all_bodyIds.isin(uniq_bodyids)]" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "df_neur_ids = df_neur_ids[all_bodyIds.isin(uniq_bodyids)]\n", "\n", "df_orn_ids = df_neur_ids[df_neur_ids.altype == 'ORN']\n", "df_ln_ids = df_neur_ids[df_neur_ids.altype == 'LN']\n", "df_upn_ids = df_neur_ids[df_neur_ids.altype == 'uPN']\n", "df_mpn_ids = df_neur_ids[df_neur_ids.altype == 'mPN']" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "# add glomerulus info\n", "df_orn_ids = df_orn_ids.merge(df_orns[['bodyid', 'glomerulus']], left_on='bodyId', right_on='bodyid').drop(columns='bodyid')\n", "\n", "# rank glomeruli by number of ORNs\n", "olfactory_gloms_ORN_sorted = df_orn_ids['glomerulus'].value_counts().index.values\n", "glom_ranking = {olfactory_gloms_ORN_sorted[i]: i for i in range(len(olfactory_gloms_ORN_sorted))}\n", "\n", "# re-order df_orn_ids\n", "df_orn_ids = df_orn_ids.loc[df_orn_ids['glomerulus'].map(glom_ranking).sort_values().index.values].reset_index(drop=True)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "# sort LNs by number of glomeruli innervated\n", "ln_bodyIds = df_ln_ids.bodyId.values\n", "df_ln_by_glom = df_synapses_tot.loc[ln_bodyIds, olfactory_glom_roi_names]\n", "lns_by_num_gloms_innervated = (df_ln_by_glom > 0).sum(1).sort_values(ascending=False).index.values\n", "\n", "df_ln_ids = df_ln_ids.set_index('bodyId').loc[lns_by_num_gloms_innervated].reset_index()" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "# order uPNs by number of ORNs in the glomerulus\n", "df_upn_ids = df_upn_ids.merge(df_upns[['bodyid', 'glomerulus']], left_on='bodyId', right_on='bodyid').drop(columns='bodyid')\n", "df_upn_ids = df_upn_ids.loc[df_upn_ids['glomerulus'].map(glom_ranking).sort_values().index.values].reset_index(drop=True)" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "# sort mPNs by total number of synapses\n", "mpn_bodyIds = df_mpn_ids.bodyId.values\n", "mpns_by_num_synapses = df_synapses_tot.loc[mpn_bodyIds, 'AL(R)'].sort_values(ascending=False).index.values\n", "\n", "df_mpn_ids = df_mpn_ids.set_index('bodyId').loc[mpns_by_num_synapses].reset_index()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### assign polarity" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Load in [Bates, Schlegel et al 2020](https://doi.org/10.1016/j.cub.2020.06.042) data, which has its own labels on uPN/mPNs, transmitter assignments" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "df_bates = pd.read_csv(os.path.join(project_dir, 'datasets/Bates2020/mmc4.csv'))\n", "df_bates_slim = df_bates.copy()[['skeleton_id', 'hemibrain_bodyid', 'cell_type', \n", " 'top_glomerulus', 'transmitter', 'PN_type', 'class_traces_sub']]" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\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", "
transmitterAChGABAOctopamineunknown
PN_type
mPN7271238
uPN12725012
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" ], "text/plain": [ "transmitter ACh GABA Octopamine unknown\n", "PN_type \n", "mPN 72 71 2 38\n", "uPN 127 25 0 12" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.crosstab(df_bates_slim['PN_type'], df_bates_slim['transmitter'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some hemibrain bodyids are repeated, let's check them out here:" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "bates_hemi_id_val_cts = df_bates.hemibrain_bodyid.value_counts()\n", "bates_hemi_nonuniques = bates_hemi_id_val_cts[bates_hemi_id_val_cts > 1]\n", "bates_hemi_nonunique_bodyids = bates_hemi_nonuniques.index.values" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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skeleton_idhemibrain_bodyidcell_typetop_glomerulustransmitterPN_typeclass_traces_sub
1593742499417199910VP1l+ lvPNVP1lAChuPNuni+
15657216417199910NaNDL5AChuPNuni+
1581533152635407942NaNVM2GABAuPNuni+
3386701319635407942NaNVC4GABAmPNmulti
5757385635416407DM5 lPNDM5AChuPNuni
5627611635416407DM5 lPNDM5AChuPNuni
757381754538881DA1 lPNDA1AChuPNuni
861221754538881DA1 lPNDA1AChuPNuni
22057254762982753NaNVC3mAChmPNmulti
22257266762982753NaNVC3lAChmPNmulti
22957430819993149NaNVP2AChmPNmulti
2833648956819993149NaNVP3AChmPNmulti
17857138850708783NaNVP5AChmPNmulti
2621372988850708783NaNVP5AChmPNmulti
2742182498882353566NaNDC3GABAmPNmulti
251583167882353566NaNVA1dGABAmPNmulti
3184632023976830572NaNVP1dGABAmPNmulti
2963813447976830572NaNVP1dGABAmPNmulti
43574591609542060DL3 lPNDL3AChuPNuni
42339031609542060DL3 lPNDL3AChuPNuni
465815361609542060DL3 lPNDL3AChuPNuni
32749545251701299822NaNVM5vunknownmPNpan
346120709891701299822NaNVM5vunknownmPNpan
76572461788300760VA1v adPNVA1vAChuPNuni
74521061788300760VA1v adPNVA1vAChuPNuni
6613564771788676257VP3+ l2PNVP3unknownuPNuni
14748698821788676257VP3+ l2PNVP3unknownuPNuni
1157757311850711304VM1 lPNVM1AChuPNuni
114247261850711304VM1 lPNVM1AChuPNuni
96591291914823337VC3l adPNVC3lAChuPNuni
95468001914823337VC3l adPNVC3lAChuPNuni
29438134345813013823NaNVM7dGABAmPNmulti
31246243345813013823NaNVM7dGABAmPNmulti
128304345813034571VM5v adPNVM5vAChuPNuni
127235125813034571VM5v adPNVM5vAChuPNuni
2451775495813079228NaNDA1AChmPNmulti
194569955813079228NaNVM3AChmPNmulti
\n", "
" ], "text/plain": [ " skeleton_id hemibrain_bodyid cell_type top_glomerulus transmitter \\\n", "159 3742499 417199910 VP1l+ lvPN VP1l ACh \n", "156 57216 417199910 NaN DL5 ACh \n", "158 1533152 635407942 NaN VM2 GABA \n", "338 6701319 635407942 NaN VC4 GABA \n", "57 57385 635416407 DM5 lPN DM5 ACh \n", "56 27611 635416407 DM5 lPN DM5 ACh \n", "7 57381 754538881 DA1 lPN DA1 ACh \n", "8 61221 754538881 DA1 lPN DA1 ACh \n", "220 57254 762982753 NaN VC3m ACh \n", "222 57266 762982753 NaN VC3l ACh \n", "229 57430 819993149 NaN VP2 ACh \n", "283 3648956 819993149 NaN VP3 ACh \n", "178 57138 850708783 NaN VP5 ACh \n", "262 1372988 850708783 NaN VP5 ACh \n", "274 2182498 882353566 NaN DC3 GABA \n", "251 583167 882353566 NaN VA1d GABA \n", "318 4632023 976830572 NaN VP1d GABA \n", "296 3813447 976830572 NaN VP1d GABA \n", "43 57459 1609542060 DL3 lPN DL3 ACh \n", "42 33903 1609542060 DL3 lPN DL3 ACh \n", "46 581536 1609542060 DL3 lPN DL3 ACh \n", "327 4954525 1701299822 NaN VM5v unknown \n", "346 12070989 1701299822 NaN VM5v unknown \n", "76 57246 1788300760 VA1v adPN VA1v ACh \n", "74 52106 1788300760 VA1v adPN VA1v ACh \n", "66 1356477 1788676257 VP3+ l2PN VP3 unknown \n", "147 4869882 1788676257 VP3+ l2PN VP3 unknown \n", "115 775731 1850711304 VM1 lPN VM1 ACh \n", "114 24726 1850711304 VM1 lPN VM1 ACh \n", "96 59129 1914823337 VC3l adPN VC3l ACh \n", "95 46800 1914823337 VC3l adPN VC3l ACh \n", "294 3813434 5813013823 NaN VM7d GABA \n", "312 4624334 5813013823 NaN VM7d GABA \n", "128 30434 5813034571 VM5v adPN VM5v ACh \n", "127 23512 5813034571 VM5v adPN VM5v ACh \n", "245 177549 5813079228 NaN DA1 ACh \n", "194 56995 5813079228 NaN VM3 ACh \n", "\n", " PN_type class_traces_sub \n", "159 uPN uni+ \n", "156 uPN uni+ \n", "158 uPN uni+ \n", "338 mPN multi \n", "57 uPN uni \n", "56 uPN uni \n", "7 uPN uni \n", "8 uPN uni \n", "220 mPN multi \n", "222 mPN multi \n", "229 mPN multi \n", "283 mPN multi \n", "178 mPN multi \n", "262 mPN multi \n", "274 mPN multi \n", "251 mPN multi \n", "318 mPN multi \n", "296 mPN multi \n", "43 uPN uni \n", "42 uPN uni \n", "46 uPN uni \n", "327 mPN pan \n", "346 mPN pan \n", "76 uPN uni \n", "74 uPN uni \n", "66 uPN uni \n", "147 uPN uni \n", "115 uPN uni \n", "114 uPN uni \n", "96 uPN uni \n", "95 uPN uni \n", "294 mPN multi \n", "312 mPN multi \n", "128 uPN uni \n", "127 uPN uni \n", "245 mPN multi \n", "194 mPN multi " ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_bates_slim[df_bates_slim.hemibrain_bodyid.isin(bates_hemi_nonunique_bodyids)].sort_values('hemibrain_bodyid')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It looks like, for the most part, for Bates neurons that map to the same hemibrain body ID, the neurotransmitter/top_glomerulus fields are consistent. So, to avoid ambiguity when using the hemibrain neurons, let's drop any duplicated Bates-called hemibrain IDs as we go forward." ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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skeleton_idhemibrain_bodyidcell_typetop_glomerulustransmitterPN_typeclass_traces_sub
0246221536947502D adPNDAChuPNuni
1352465813038889D adPNDAChuPNuni
2406375813055184D adPNDAChuPNuni
327295754534424DA1 lPNDA1AChuPNuni
457311722817260DA1 lPNDA1AChuPNuni
........................
34185668511825440160NaNVA1dunknownmPNmulti
34287156721702306047NaNDA2unknownmPNpan
34387777951733370882NaNDM4unknownmPNpan
344100784005813083723NaNVP5unknownmPNmulti
345115467755812982656NaNVP1munknownmPNpan
\n", "

328 rows × 7 columns

\n", "
" ], "text/plain": [ " skeleton_id hemibrain_bodyid cell_type top_glomerulus transmitter \\\n", "0 24622 1536947502 D adPN D ACh \n", "1 35246 5813038889 D adPN D ACh \n", "2 40637 5813055184 D adPN D ACh \n", "3 27295 754534424 DA1 lPN DA1 ACh \n", "4 57311 722817260 DA1 lPN DA1 ACh \n", ".. ... ... ... ... ... \n", "341 8566851 1825440160 NaN VA1d unknown \n", "342 8715672 1702306047 NaN DA2 unknown \n", "343 8777795 1733370882 NaN DM4 unknown \n", "344 10078400 5813083723 NaN VP5 unknown \n", "345 11546775 5812982656 NaN VP1m unknown \n", "\n", " PN_type class_traces_sub \n", "0 uPN uni \n", "1 uPN uni \n", "2 uPN uni \n", "3 uPN uni \n", "4 uPN uni \n", ".. ... ... \n", "341 mPN multi \n", "342 mPN pan \n", "343 mPN pan \n", "344 mPN multi \n", "345 mPN pan \n", "\n", "[328 rows x 7 columns]" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_bates_slim = df_bates_slim.drop_duplicates('hemibrain_bodyid')\n", "df_bates_slim" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "# merge Bates info \n", "df_upn_ids2 = df_upn_ids.merge(df_bates_slim, left_on='bodyId', right_on='hemibrain_bodyid', how='left')\n", "df_upn_ids2['in_bates'] = df_upn_ids2['PN_type'].isna() == 0\n", "df_upn_ids2.loc[df_upn_ids2.transmitter == 'ACh', 'polarity'] = +1\n", "df_upn_ids2.loc[df_upn_ids2.transmitter == 'GABA', 'polarity'] = -1\n", "\n", "df_mpn_ids2 = df_mpn_ids.merge(df_bates_slim, left_on='bodyId', right_on='hemibrain_bodyid', how='left')\n", "df_mpn_ids2['in_bates'] = df_mpn_ids2['PN_type'].isna() == 0\n", "df_mpn_ids2.loc[df_mpn_ids2.transmitter == 'ACh', 'polarity'] = +1\n", "df_mpn_ids2.loc[df_mpn_ids2.transmitter == 'GABA', 'polarity'] = -1" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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transmitterAChGABANaNunknown
altype
uPN1091731
\n", "
" ], "text/plain": [ "transmitter ACh GABA NaN unknown\n", "altype \n", "uPN 109 17 3 1" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.crosstab(df_upn_ids2['altype'].fillna('NaN'), df_upn_ids2['transmitter'].fillna('NaN'))" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\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", "
transmitterAChGABANaNunknown
altype
mPN6672423
\n", "
" ], "text/plain": [ "transmitter ACh GABA NaN unknown\n", "altype \n", "mPN 66 72 4 23" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.crosstab(df_mpn_ids2['altype'].fillna('NaN'), df_mpn_ids2['transmitter'].fillna('NaN'))" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "np.random.seed(1234)\n", "\n", "# get fraction of neurotransmitter-included PNs that are excitatory\n", "frac_upns_excit = (df_upn_ids2.polarity==1).sum() / (~df_upn_ids2.polarity.isna()).sum()\n", "frac_mpns_excit = (df_mpn_ids2.polarity==1).sum() / (~df_mpn_ids2.polarity.isna()).sum()\n", "\n", "# draw sequence of +1 or -1 polarities based on fraction of excitatory PNs\n", "num_upn_unknown_transmitters = df_upn_ids2.polarity.isna().sum()\n", "draw_guess_upn_transmitters = np.random.binomial(1, frac_upns_excit, size=num_upn_unknown_transmitters)*2-1\n", "num_mpn_unknown_transmitters = df_mpn_ids2.polarity.isna().sum()\n", "draw_guess_mpn_transmitters = np.random.binomial(1, frac_mpns_excit, size=num_mpn_unknown_transmitters)*2-1\n", "\n", "# fill in the missing neurotransmitter info\n", "df_upn_ids2.loc[df_upn_ids2.polarity.isna(), 'polarity'] = draw_guess_upn_transmitters\n", "df_mpn_ids2.loc[df_mpn_ids2.polarity.isna(), 'polarity'] = draw_guess_mpn_transmitters\n", "df_upn_ids = df_upn_ids.merge(df_upn_ids2[['bodyId', 'polarity']])\n", "df_mpn_ids = df_mpn_ids.merge(df_mpn_ids2[['bodyId', 'polarity']])" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "df_orn_ids['polarity'] = 1\n", "df_ln_ids['polarity'] = 0" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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bodyIdtypeinstancealtypeglompolarity
01735391275ORN_DA1ORN_DA1_RORNDA11.0
11735378225ORN_DA1ORN_DA1_LORNDA11.0
21735378236ORN_DA1ORN_DA1_LORNDA11.0
31796761826ORN_DA1ORN_DA1_RORNDA11.0
41735382530ORN_DA1ORN_DA1_RORNDA11.0
.....................
3057603349484M_vPNml85M_vPNml85_RmPNNaN-1.0
30581571025824M_vPNml86M_vPNml86_RmPNNaN-1.0
30591694850602M_vPNml89M_vPNml89_RmPNNaN-1.0
30601819326555M_vPNml89M_vPNml89_RmPNNaN-1.0
3061481268653M_vPNml89M_vPNml89_RmPNNaN-1.0
\n", "

3062 rows × 6 columns

\n", "
" ], "text/plain": [ " bodyId type instance altype glom polarity\n", "0 1735391275 ORN_DA1 ORN_DA1_R ORN DA1 1.0\n", "1 1735378225 ORN_DA1 ORN_DA1_L ORN DA1 1.0\n", "2 1735378236 ORN_DA1 ORN_DA1_L ORN DA1 1.0\n", "3 1796761826 ORN_DA1 ORN_DA1_R ORN DA1 1.0\n", "4 1735382530 ORN_DA1 ORN_DA1_R ORN DA1 1.0\n", "... ... ... ... ... ... ...\n", "3057 603349484 M_vPNml85 M_vPNml85_R mPN NaN -1.0\n", "3058 1571025824 M_vPNml86 M_vPNml86_R mPN NaN -1.0\n", "3059 1694850602 M_vPNml89 M_vPNml89_R mPN NaN -1.0\n", "3060 1819326555 M_vPNml89 M_vPNml89_R mPN NaN -1.0\n", "3061 481268653 M_vPNml89 M_vPNml89_R mPN NaN -1.0\n", "\n", "[3062 rows x 6 columns]" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_neur_ids = pd.concat((df_orn_ids, df_ln_ids, df_upn_ids, df_mpn_ids))\n", "df_neur_ids = df_neur_ids.rename(columns={'glomerulus': 'glom'}).reset_index(drop=True)\n", "df_neur_ids" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "all_bodyIds = df_neur_ids['bodyId'].values\n", "\n", "AL_block = df_synapses.reindex(all_bodyIds).reindex(all_bodyIds, axis=1).fillna(0)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "save_tables = False\n", "if save_tables:\n", " df_neur_ids.to_csv(os.path.join(out_dir, 'df_neur_ids.csv'))\n", " AL_block.to_csv(os.path.join(out_dir, 'AL_block.csv'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualizations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### innervation statistics" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure()\n", "plt.xlabel('# of glomeruli innervated')\n", "plt.ylabel('total # of synapses')\n", "plt.scatter((df_ln_by_glom > 0).sum(1), df_ln_by_glom.sum(1))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_df = (df_ln_by_glom > 0).loc[lns_by_num_gloms_innervated]\n", "plot_df.loc[:, plot_df.sum(0).sort_values(ascending=False).index.values]\n", "\n", "plt.figure(figsize=(12,4))\n", "sns.heatmap(plot_df.T, cmap='viridis')\n", "plt.show()\n", "\n", "plt.figure(figsize=(12,4))\n", "plt.plot(plot_df.sum(1).values)\n", "plt.xlabel('LNs, ordered by # of glomeruli innervated')\n", "plt.ylabel('# glomeruli innervated')\n", "plt.axvline(90, c='k'); plt.axvline(99, color='k')\n", "plt.grid()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### connectivity matrix" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(12,10))\n", "plt.axis('equal')\n", "sns.heatmap(np.log10(AL_block.replace(0, np.nan)),\n", " cmap='plasma_r', vmin=0, cbar_kws = {'label': r'$\\log_{10}$ # of synapses',\n", " 'shrink': 0.7})\n", "plt.xticks([]); plt.yticks([])\n", "plt.xlabel('postsynaptic cell'); plt.ylabel('presynaptic cell')\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Re-scaling to deemphasize the ORNs:" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "from utils.plot_utils import plot_scaled_hmap" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [], "source": [ "final_orn_order = df_neur_ids[df_neur_ids.altype == 'ORN'].bodyId.values\n", "final_ln_order = df_neur_ids[df_neur_ids.altype == 'LN'].bodyId.values\n", "final_upn_order = df_neur_ids[df_neur_ids.altype == 'uPN'].bodyId.values\n", "final_mpn_order = df_neur_ids[df_neur_ids.altype == 'mPN'].bodyId.values" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [], "source": [ "MASTER_PLOT_DIR = '../figures/main_text_figure/'\n", "if not os.path.exists(MASTER_PLOT_DIR):\n", " os.makedirs(MASTER_PLOT_DIR)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "from matplotlib.gridspec import GridSpec\n", "\n", "def plot_mat(mat, ax, cbar_ax, cmap='magma'):\n", " '''\n", " Helper for plot_scaled_hmap,\n", " plotting a single connectivity matrix (mat)\n", "\n", " '''\n", " sns.heatmap(np.log10(mat), ax=ax,\n", " cmap=cmap,\n", " vmin=0, vmax=3,\n", " cbar_kws={'label': r'$\\log_{10}$ # synapses'},\n", " cbar_ax=cbar_ax)\n", " \n", "def plot_scaled_hmap(fig, conmat, neur_sets, neur_set_names, cmap='jet'):\n", " '''\n", " Intended use is to plot connectivity matrix for ORNs, LNs, u/mPNs,\n", " adding higher visual weight to LNs\n", " '''\n", " \n", " n_types = len(neur_sets)\n", " neur_full_names = [neur_set_names[i]+'s ({})'.format(len(neur_sets[i])) for i in range(n_types)]\n", "\n", " p_ratios = np.ones((n_types,))\n", " p_ratios[1] = 2\n", "\n", " gs = GridSpec(n_types, n_types, \n", " width_ratios=p_ratios, height_ratios=p_ratios, \n", " wspace=0.025, hspace=0.025)\n", "\n", " cbar_ax = fig.add_axes([.92, .3, .03, .4])\n", "\n", " lw = 3\n", " axs = []\n", " for i in range(n_types):\n", " ax_rows = []\n", " for j in range(n_types):\n", " # plot the heatmap\n", " ax = fig.add_subplot(gs[i, j])\n", " mat = conmat.loc[neur_sets[i], neur_sets[j]]\n", " plot_mat(mat, ax, cbar_ax, cmap=cmap)\n", "\n", " # remove tick labels\n", " ax.set_yticklabels([]); ax.set_yticks([]); ax.set_ylabel('')\n", " ax.set_xticklabels([]); ax.set_xticks([]); ax.set_xlabel('')\n", "\n", " #ax.axhline(y=0, color='k',linewidth=lw) #ax.axhline(y=mat.shape[0], color='k',linewidth=lw)\n", " #ax.axvline(x=0, color='k',linewidth=lw) #ax.axvline(x=mat.shape[1], color='k',linewidth=lw)\n", "\n", " # add it to table of axes\n", " ax_rows.append(ax)\n", " axs.append(ax_rows)\n", "\n", " for i in range(n_types):\n", " axs[i][0].set_ylabel(neur_full_names[i])\n", " axs[n_types-1][i].set_xlabel(neur_full_names[i])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hemibrain connectivity matrix, used in plotting Figure 4c:" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\dB\\Anaconda3\\envs\\ALVar\\lib\\site-packages\\ipykernel_launcher.py:9: RuntimeWarning: divide by zero encountered in log10\n", " if __name__ == '__main__':\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "saveplot=0\n", "fig = plt.figure(figsize=(13,13))\n", "plot_scaled_hmap(fig=fig,\n", " conmat = AL_block,\n", " neur_sets = [final_orn_order, final_ln_order, final_upn_order, final_mpn_order],\n", " neur_set_names = ['ORN', 'LN', 'uPN', 'mPN'],\n", " cmap='plasma_r')\n", "if saveplot:\n", " plt.savefig(os.path.join(MASTER_PLOT_DIR, 'hemibrain_connectivity_matrix_nolines.png'), dpi=1000)\n", " plt.savefig(os.path.join(MASTER_PLOT_DIR, 'hemibrain_connectivity_matrix_nolines.pdf'))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### plot individual components of heatmap\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "save_individ = True\n", "individ_dir = os.path.join(MASTER_PLOT_DIR, 'connectivity_matrix_individual_blocks')\n", "if not os.path.exists(individ_dir):\n", " os.makedirs(individ_dir)\n", " \n", "\n", "\n", "neur_sets = [final_orn_order, final_ln_order, final_upn_order, final_mpn_order]\n", "neur_set_names = ['ORN', 'LN', 'uPN', 'mPN']\n", " \n", " \n", "conmat = AL_block\n", "cmap = 'plasma_r'\n", "\n", "n_types = len(neur_sets)\n", "neur_full_names = [neur_set_names[i]+'s ({})'.format(len(neur_sets[i])) for i in range(n_types)]\n", "\n", "p_ratios = np.ones((n_types,))\n", "p_ratios[1] = 2\n", "\n", "gs = GridSpec(n_types, n_types, \n", " width_ratios=p_ratios, height_ratios=p_ratios, \n", " wspace=0.025, hspace=0.025)\n", "\n", "#plt.suptitle(r'Hemibrain connectivity matrix', y=0.93)\n", "\n", "cbar_ax = fig.add_axes([.92, .3, .03, .4])\n", "\n", "lw = 3\n", "axs = []\n", "for i in range(n_types):\n", " ax_rows = []\n", " for j in range(n_types):\n", " # plot the heatmap\n", " \n", " fname = f'rows{neur_set_names[i]}cols{neur_set_names[j]}'\n", " \n", " if save_individ:\n", " fname = os.path.join(individ_dir, fname)\n", " fig, ax = plt.subplots(figsize=(20, 20))\n", " mat = conmat.loc[neur_sets[i], neur_sets[j]]\n", " plot_mat(mat, ax, cbar_ax, cmap=cmap)\n", "\n", " # remove tick labels\n", " ax.set_yticklabels([]); ax.set_yticks([]); ax.set_ylabel('')\n", " ax.set_xticklabels([]); ax.set_xticks([]); ax.set_xlabel('')\n", " \n", " plt.tight_layout()\n", " if save_individ:\n", " plt.savefig(f'{fname}.png', dpi=1000, bbox_inches='tight', pad_inches=0.01)\n", " plt.savefig(f'{fname}.pdf', bbox_inches='tight', pad_inches=0.01)\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig = plt.figure()\n", "ax = fig.add_axes([0.05, 0.80, 0.9, 0.1])\n", "\n", "cb = mpl.colorbar.ColorbarBase(ax, orientation='horizontal', \n", " cmap=mpl.cm.plasma_r,\n", " norm=mpl.colors.Normalize(0, 3), # vmax and vmin\n", " label=r'$\\log_{10}$ # synapses'\n", " )\n", "if save_individ:\n", " fname = os.path.join(individ_dir, 'colorbar')\n", " plt.savefig(f'{fname}.png', dpi=1000, bbox_inches='tight', pad_inches=0.01)\n", " plt.savefig(f'{fname}.pdf')" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.9.6" } }, "nbformat": 4, "nbformat_minor": 4 }