{ "cells": [ { "cell_type": "code", "execution_count": 162, "id": "c4461104", "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import os\n", "import h5py\n", "import json\n", "from scipy.stats import pearsonr\n", "from scipy.interpolate import interp1d\n", "from scipy import signal\n", "from functools import reduce\n", "\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 163, "id": "20f34373", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "IPython.OutputArea.prototype._should_scroll = function(lines) {\n", " return false;\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%javascript\n", "IPython.OutputArea.prototype._should_scroll = function(lines) {\n", " return false;\n", "}" ] }, { "cell_type": "markdown", "id": "733dd36d", "metadata": {}, "source": [ "## Read MoSeq source file" ] }, { "cell_type": "code", "execution_count": 4, "id": "4ae08697", "metadata": {}, "outputs": [], "source": [ "source = '/home/sobolev/nevermind/Miguel/MoSeq/TrainedModels/MoSeqProject_ALLhippoSIT/2023_01_22-16_22_54'\n", "#source = '/home/sobolev/nevermind/Andrey/analysis/DLC/MoSeq/10fps'\n", "\n", "colors_bold = [plt.cm.tab20(2*i) for i in range(10)]\n", "colors_tran = [plt.cm.tab20(2*i + 1) for i in range(10)]\n", "colors = colors_bold + colors_tran\n", "\n", "moseq_file = os.path.join(source, 'moseq_df.csv')" ] }, { "cell_type": "code", "execution_count": 5, "id": "29f79622", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Unnamed: 0centroid_xcentroid_yleft_eye_xleft_eye_yright_eye_xright_eye_yleft_ear_xleft_ear_yright_ear_x...neck_xneck_yheadingvelocity_px_ssyllablesyllables_reindexedframe_indexsession_nameuuidonset
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" ], "text/plain": [ " Unnamed: 0 centroid_x centroid_y left_eye_x left_eye_y right_eye_x \\\n", "0 0 644.569246 576.211915 664.375584 594.114511 626.029487 \n", "1 1 644.522050 575.806775 646.780232 594.771385 640.361772 \n", "2 2 644.809421 575.589471 650.651585 590.660005 648.823614 \n", "3 3 647.518084 577.345689 653.438402 590.241653 654.516677 \n", "4 4 649.812371 579.924665 654.227105 595.732332 656.695997 \n", "\n", " right_eye_y left_ear_x left_ear_y right_ear_x ... neck_x \\\n", "0 559.023179 639.474740 571.141702 631.090666 ... 632.342575 \n", "1 567.631064 650.815236 580.906250 640.795706 ... 644.201793 \n", "2 592.679738 649.468560 575.225772 647.650652 ... 639.839049 \n", "3 600.255483 652.792009 577.970761 650.690372 ... 643.237685 \n", "4 603.923853 653.464199 579.131370 651.554774 ... 647.191913 \n", "\n", " neck_y heading velocity_px_s syllable syllables_reindexed \\\n", "0 565.248570 1.330798 0.000000 41 1 \n", "1 560.093120 1.330798 12.236375 41 1 \n", "2 569.846348 1.291393 10.808466 41 1 \n", "3 576.533206 1.225636 96.845456 41 1 \n", "4 578.211660 1.225636 103.553765 41 1 \n", "\n", " frame_index session_name \\\n", "0 0 009266_hippoSIT_2023-04-24_16-56-55DLC_resnet5... \n", "1 1 009266_hippoSIT_2023-04-24_16-56-55DLC_resnet5... \n", "2 2 009266_hippoSIT_2023-04-24_16-56-55DLC_resnet5... \n", "3 3 009266_hippoSIT_2023-04-24_16-56-55DLC_resnet5... \n", "4 4 009266_hippoSIT_2023-04-24_16-56-55DLC_resnet5... \n", "\n", " uuid onset \n", "0 d7c38211-4539-48f7-9be0-cb57655b621a True \n", "1 d7c38211-4539-48f7-9be0-cb57655b621a False \n", "2 d7c38211-4539-48f7-9be0-cb57655b621a False \n", "3 d7c38211-4539-48f7-9be0-cb57655b621a False \n", "4 d7c38211-4539-48f7-9be0-cb57655b621a False \n", "\n", "[5 rows x 29 columns]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = pd.read_csv(moseq_file)\n", "ds.head()" ] }, { "cell_type": "markdown", "id": "ba4c8762", "metadata": {}, "source": [ "## Create moseq processed file in the session" ] }, { "cell_type": "code", "execution_count": 139, "id": "4b45c978", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'009266_hippoSIT_2023-05-04_19-47-15'" ] }, "execution_count": 139, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s_names = ds['session_name'].unique()\n", "session_ms = s_names[3] # moseq name in the dataframe\n", "session = session_ms[:35] # original session name\n", "session" ] }, { "cell_type": "code", "execution_count": 140, "id": "e1135957", "metadata": {}, "outputs": [], "source": [ "source = '/home/sobolev/nevermind/Andrey/data'\n", "animal = session.split('_')[0]\n", "sessionpath = os.path.join(source, animal, session)\n", "h5_file = os.path.join(sessionpath, session + '.h5')\n", "moseq_file = os.path.join(sessionpath, 'moseq.h5')" ] }, { "cell_type": "code", "execution_count": 141, "id": "57cd7a46", "metadata": {}, "outputs": [], "source": [ "with h5py.File(h5_file, 'r') as f:\n", " tl = np.array(f['processed']['timeline']) # time, X, Y, speed, etc.\n", " trials = np.array(f['processed']['trial_idxs'])\n", " cfg = json.loads(f['processed'].attrs['parameters'])" ] }, { "cell_type": "code", "execution_count": 142, "id": "1992e8a7", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "((239999, 7), (71815, 29))" ] }, "execution_count": 142, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# compare lengths of timeline (~100Hz) and MoSeq detected coords / syllables\n", "ds1 = ds[ds['session_name'] == session_ms]\n", "tl.shape, ds1.shape" ] }, { "cell_type": "code", "execution_count": 143, "id": "d7456dfe", "metadata": {}, "outputs": [], "source": [ "# select only required columns\n", "columns_to_drop = ['Unnamed: 0', 'session_name', 'uuid', 'onset']\n", "ds1 = ds1.drop(columns=columns_to_drop)" ] }, { "cell_type": "code", "execution_count": 144, "id": "d12f64b2", "metadata": {}, "outputs": [], "source": [ "# convert pixels to meters\n", "def px_to_meters(cfg, x, y):\n", " cfg_pos = cfg['position']\n", " pixel_size = cfg_pos['floor_r_in_meters'] / float(cfg_pos['floor_radius'])\n", " x_m = float(cfg_pos['arena_x'] - x) * pixel_size * (-1 if cfg_pos['flip_x'] else 1)\n", " y_m = float(cfg_pos['arena_y'] - y) * pixel_size * (-1 if cfg_pos['flip_y'] else 1)\n", " return x_m, y_m" ] }, { "cell_type": "code", "execution_count": 145, "id": "15583cbc", "metadata": {}, "outputs": [], "source": [ "variables = [x[:-2] for x in ds1.columns if x.find('_x') > 0]\n", "for variable in variables:\n", " var_x, var_y = variable + '_x', variable + '_y'\n", " converted = np.array([px_to_meters(cfg, x, y) for x, y in zip(ds1[var_x], ds1[var_y])])\n", " ds1[var_x] = converted[:, 0]\n", " ds1[var_y] = converted[:, 1]" ] }, { "cell_type": "code", "execution_count": 146, "id": "4550d764", "metadata": {}, "outputs": [], "source": [ "# interpolate syllables assuming frames are evenly distributed\n", "t_start, t_end = tl[0][0], tl[-1][0]\n", "\n", "x_moseq = np.linspace(t_start, t_end, len(ds1)) # moseq timeline in seconds\n", "moseq_matrix = np.zeros((len(tl), len(ds1.columns))) # collect moseq data into numpy array\n", "\n", "curr_idx = 0\n", "for i, t in enumerate(tl[:, 0]):\n", " if curr_idx < len(x_moseq) - 1 and \\\n", " np.abs(t - x_moseq[curr_idx]) > np.abs(t - x_moseq[curr_idx + 1]):\n", " curr_idx += 1\n", " \n", " moseq_matrix[i] = np.array(ds1.iloc[curr_idx])" ] }, { "cell_type": "code", "execution_count": 147, "id": "a620621a", "metadata": {}, "outputs": [], "source": [ "# create a DataFrame from it\n", "moseq_df = pd.DataFrame(moseq_matrix, columns=ds1.columns)" ] }, { "cell_type": "code", "execution_count": 148, "id": "aab44ba2", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'X Position')" ] }, "execution_count": 148, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# test centroid position\n", "fig, ax = plt.subplots(1, 1, figsize=(15, 3))\n", "ax.plot(tl[:, 1][:30000], label='Original')\n", "ax.plot(moseq_matrix[:, 0][:30000], label='DLC')\n", "ax.legend(loc='upper right')\n", "ax.set_xlabel('Time, samples (100 Hz)', fontsize=14)\n", "ax.set_ylabel('X Position', fontsize=14)" ] }, { "cell_type": "code", "execution_count": 149, "id": "c59cec3a", "metadata": {}, "outputs": [], "source": [ "# save moseq data to the session folder\n", "with h5py.File(moseq_file, 'w') as f:\n", " ds_h5 = f.create_dataset('moseq', data=moseq_matrix)\n", " ds_h5.attrs['headers'] = ', '.join(list(ds1.columns))" ] }, { "cell_type": "markdown", "id": "b7684257", "metadata": {}, "source": [ "## Assembly and syllables analysis" ] }, { "cell_type": "code", "execution_count": 161, "id": "67dbdfb4", "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAYkAAAD8CAYAAACCRVh7AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAATR0lEQVR4nO3dbaxd1X3n8e9v7JCQVOEhWJTaJrYUK5WDpgq5AneQqiiuwKQoZiQagTrBzXhiVYE2rSol0HlhKQ9S0ESlQUqQUOxiMggHuRlhZUhdC6iivoBgQhQwhOEKCrYLwYl5qBolxPQ/L85ye3q5y8b33HuPff39SEd37/9ea+21Bbq/ux/OdqoKSZKm85/GPQFJ0onLkJAkdRkSkqQuQ0KS1GVISJK6DAlJUtcxQyLJ1iQvJXl8qPa/kvw4yY+S/J8kZw5tuzHJZJKnklw2VF/XapNJbhiqr0zyUKt/K8lprf72tj7Ztq+YrYOWJL01b+VM4nZg3ZTabuCCqvrPwP8DbgRIshq4GvhA6/P1JIuSLAK+BlwOrAauaW0BbgJurqr3AS8DG1t9I/Byq9/c2kmS5tExQ6KqvgccmlL7u6o63FYfBJa15fXA9qr6ZVU9C0wCF7XPZFU9U1WvA9uB9UkCfATY0fpvA64cGmtbW94BrG3tJUnzZPEsjPHfgW+15aUMQuOI/a0GsG9K/WLgPcArQ4Ez3H7pkT5VdTjJq639T482mXPOOadWrFgxowORpFPVI4888tOqWjK1PlJIJPmfwGHgzlHGGVWSTcAmgPPPP589e/aMczqSdNJJ8tx09Rk/3ZTkD4ErgD+of38B1AFg+VCzZa3Wq/8MODPJ4in1/zBW235Ga/8mVXVbVU1U1cSSJW8KQknSDM0oJJKsAz4LfKyqfj60aSdwdXsyaSWwCvg+8DCwqj3JdBqDm9s7W7g8AFzV+m8A7hkaa0Nbvgq4v3wboSTNq2NebkpyF/Bh4Jwk+4HNDJ5mejuwu91LfrCq/qiq9ia5G3iCwWWo66rqjTbO9cAuYBGwtar2tl18Dtie5IvAo8CWVt8CfDPJJIMb51fPwvFKko5DFtof5xMTE+U9CUk6PkkeqaqJqXW/cS1J6jIkJEldhoQkqcuQkCR1GRKSpC5DYh6dt+x8kszJ57xl54/78CQtQLPx7ia9RS8e2Md7P/edORn7uZuumJNxJZ3aPJOQJHUZEkPm8nKQbzmXdDLyctOQubwcBF4SknTy8UxCktRlSEiSugwJSVKXISFJ6jIkJEldhoQkqcuQkCR1GRKSpC5DQpLUZUhIkroMCUlSlyEhSeoyJCRJXYaEJKnLkJAkdRkSkqQuQ0KS1HXMkEiyNclLSR4fqp2dZHeSp9vPs1o9SW5JMpnkR0kuHOqzobV/OsmGofqHkjzW+tyS9u989vYhSZo/b+VM4nZg3ZTaDcB9VbUKuK+tA1wOrGqfTcCtMPiFD2wGLgYuAjYP/dK/FfjUUL91x9iHJGmeHDMkqup7wKEp5fXAtra8DbhyqH5HDTwInJnkPOAyYHdVHaqql4HdwLq27d1V9WBVFXDHlLGm24ckaZ7M9J7EuVX1Qlt+ETi3LS8F9g21299qR6vvn6Z+tH1IkubJyDeu2xlAzcJcZryPJJuS7Emy5+DBg3M5FUk6pcw0JH7SLhXRfr7U6geA5UPtlrXa0erLpqkfbR9vUlW3VdVEVU0sWbJkhockSZpqpiGxEzjyhNIG4J6h+rXtKac1wKvtktEu4NIkZ7Ub1pcCu9q215KsaU81XTtlrOn2IUmaJ4uP1SDJXcCHgXOS7GfwlNKXgbuTbASeAz7emt8LfBSYBH4OfBKgqg4l+QLwcGv3+ao6cjP80wyeoDod+G77cJR9SJLmyTFDoqqu6WxaO03bAq7rjLMV2DpNfQ9wwTT1n023D0nS/PEb15KkLkNCktRlSEiSugwJSVKXISFJ6jIkJEldhoQkqcuQkCR1GRKSpC5DQpLUZUhIkroMCUlSlyEhSeoyJCRJXYaEJKnLkJAkdRkSkqQuQ0KS1GVISJK6DAlJUpchIUnqMiQkSV2GhCSpy5CQJHUZEpKkLkNCktRlSEiSugwJSVLXSCGR5M+S7E3yeJK7krwjycokDyWZTPKtJKe1tm9v65Nt+4qhcW5s9aeSXDZUX9dqk0luGGWukqTjN+OQSLIU+BNgoqouABYBVwM3ATdX1fuAl4GNrctG4OVWv7m1I8nq1u8DwDrg60kWJVkEfA24HFgNXNPaSpLmyaiXmxYDpydZDLwTeAH4CLCjbd8GXNmW17d12va1SdLq26vql1X1LDAJXNQ+k1X1TFW9DmxvbSVJ82TGIVFVB4CvAM8zCIdXgUeAV6rqcGu2H1jalpcC+1rfw639e4brU/r06m+SZFOSPUn2HDx4cKaHJEmaYpTLTWcx+Mt+JfAbwLsYXC6ad1V1W1VNVNXEkiVLxjEFSVqQRrnc9LvAs1V1sKp+BXwbuAQ4s11+AlgGHGjLB4DlAG37GcDPhutT+vTqkqR5MkpIPA+sSfLOdm9hLfAE8ABwVWuzAbinLe9s67Tt91dVtfrV7emnlcAq4PvAw8Cq9rTUaQxubu8cYb6SpOO0+NhNpldVDyXZAfwAOAw8CtwG/F9ge5IvttqW1mUL8M0kk8AhBr/0qaq9Se5mEDCHgeuq6g2AJNcDuxg8ObW1qvbOdL6SpOM345AAqKrNwOYp5WcYPJk0te0vgN/vjPMl4EvT1O8F7h1ljpKkmfMb15KkLkNCktRlSEiSugwJSVKXISFJ6jIkJEldhoQkqcuQkCR1GRKSpC5DQpLUZUhIkroMCUlSlyEhSeoyJCRJXYaEJKnLkJAkdRkSkqQuQ0KS1GVISJK6DAlJUpchIUnqMiQkSV2GhCSpy5CQJHUZEpKkLkNCktRlSEiSukYKiSRnJtmR5MdJnkzy20nOTrI7ydPt51mtbZLckmQyyY+SXDg0zobW/ukkG4bqH0ryWOtzS5KMMl9J0vEZ9Uziq8DfVtVvAr8FPAncANxXVauA+9o6wOXAqvbZBNwKkORsYDNwMXARsPlIsLQ2nxrqt27E+UqSjsOMQyLJGcDvAFsAqur1qnoFWA9sa822AVe25fXAHTXwIHBmkvOAy4DdVXWoql4GdgPr2rZ3V9WDVVXAHUNjSZLmwShnEiuBg8BfJ3k0yTeSvAs4t6peaG1eBM5ty0uBfUP997fa0er7p6m/SZJNSfYk2XPw4MERDkmSNGyUkFgMXAjcWlUfBP6Ff7+0BEA7A6gR9vGWVNVtVTVRVRNLliyZ691J0iljlJDYD+yvqofa+g4GofGTdqmI9vOltv0AsHyo/7JWO1p92TR1SdI8mXFIVNWLwL4k72+ltcATwE7gyBNKG4B72vJO4Nr2lNMa4NV2WWoXcGmSs9oN60uBXW3ba0nWtKearh0aS5I0DxaP2P+PgTuTnAY8A3ySQfDcnWQj8Bzw8db2XuCjwCTw89aWqjqU5AvAw63d56vqUFv+NHA7cDrw3faRJM2TkUKiqn4ITEyzae00bQu4rjPOVmDrNPU9wAWjzFGSNHN+41qS1GVISJK6DAlJUpchIUnqMiQkSV2GhCSpy5CQJHUZEpKkLkNCktRlSEiSugwJSVKXISFJ6jIkJEldhoQkqcuQkCR1GRKSpC5DQpLUZUhIkroMCUlSlyEhSeoyJCRJXYaEJKnLkJAkdRkSkqQuQ0KS1GVISJK6DAlJUtfIIZFkUZJHk3ynra9M8lCSySTfSnJaq7+9rU+27SuGxrix1Z9KctlQfV2rTSa5YdS5SpKOz2ycSXwGeHJo/Sbg5qp6H/AysLHVNwIvt/rNrR1JVgNXAx8A1gFfb8GzCPgacDmwGrimtZUkzZORQiLJMuD3gG+09QAfAXa0JtuAK9vy+rZO2762tV8PbK+qX1bVs8AkcFH7TFbVM1X1OrC9tZUkzZNRzyT+Cvgs8K9t/T3AK1V1uK3vB5a25aXAPoC2/dXW/t/qU/r06m+SZFOSPUn2HDx4cMRDkiQdMeOQSHIF8FJVPTKL85mRqrqtqiaqamLJkiXjno4kLRiLR+h7CfCxJB8F3gG8G/gqcGaSxe1sYRlwoLU/ACwH9idZDJwB/GyofsRwn15dkjQPZnwmUVU3VtWyqlrB4Mbz/VX1B8ADwFWt2Qbgnra8s63Ttt9fVdXqV7enn1YCq4DvAw8Dq9rTUqe1feyc6XwlScdvlDOJns8B25N8EXgU2NLqW4BvJpkEDjH4pU9V7U1yN/AEcBi4rqreAEhyPbALWARsraq9czBfSVLHrIREVf098Pdt+RkGTyZNbfML4Pc7/b8EfGma+r3AvbMxR0nS8fMb15KkLkNCktRlSEiSugwJSVKXISFJ6jIkJEldhoQkqcuQkCR1GRKSpC5DQpLUZUhIkroMCUlSlyEhSeoyJCRJXYaEJKnLkJAkdRkSkqQuQ0KS1GVISJK6DAlJUpchIUnqMiQkSV2GhCSpy5CQJHUZEpKkLkNCktRlSEiSumYcEkmWJ3kgyRNJ9ib5TKufnWR3kqfbz7NaPUluSTKZ5EdJLhwaa0Nr/3SSDUP1DyV5rPW5JUlGOVhJ0vEZ5UziMPDnVbUaWANcl2Q1cANwX1WtAu5r6wCXA6vaZxNwKwxCBdgMXAxcBGw+EiytzaeG+q0bYb6SpOM045Coqheq6gdt+Z+BJ4GlwHpgW2u2DbiyLa8H7qiBB4Ezk5wHXAbsrqpDVfUysBtY17a9u6oerKoC7hgaS5I0D2blnkSSFcAHgYeAc6vqhbbpReDctrwU2DfUbX+rHa2+f5q6JGmejBwSSX4N+BvgT6vqteFt7QygRt3HW5jDpiR7kuw5ePDgXO9Okk4ZI4VEkrcxCIg7q+rbrfyTdqmI9vOlVj8ALB/qvqzVjlZfNk39TarqtqqaqKqJJUuWjHJIkqQhozzdFGAL8GRV/eXQpp3AkSeUNgD3DNWvbU85rQFebZeldgGXJjmr3bC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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "_ = plt.hist(moseq_df['syllables_reindexed'], bins=len(moseq_df['syllables_reindexed'].unique()) + 1, edgecolor='black')" ] }, { "cell_type": "code", "execution_count": 437, "id": "52289029", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/sobolev/projects/pySIT/lib/python3.8/site-packages/pandas/core/indexing.py:1773: SettingWithCopyWarning: \n", "A value is trying to be set on a copy of a slice from a DataFrame.\n", "Try using .loc[row_indexer,col_indexer] = value instead\n", "\n", "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", " self._setitem_single_column(ilocs[0], value, pi)\n" ] } ], "source": [ "# filter one session for analysis\n", "ds1 = ds[ds['session_name'] == s1]\n", "ds1.loc[:, 'syllables_reindexed'] = ds1['syllables_reindexed'] + 1" ] }, { "cell_type": "code", "execution_count": 438, "id": "392a2436", "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " Unnamed: 0 centroid_x centroid_y heading velocity_px_s syllable \\\n", "143992 143992 613.164947 133.333808 1.978735 0.000000 2 \n", "143993 143993 612.437528 134.409014 1.931724 38.944649 2 \n", "143994 143994 613.875210 136.210232 1.746091 69.138875 2 \n", "143995 143995 614.658842 138.028358 1.751654 59.394399 2 \n", "143996 143996 615.234321 139.767027 1.783242 54.942983 2 \n", "\n", " syllables_reindexed frame_index \\\n", "143992 12 0 \n", "143993 12 1 \n", "143994 12 2 \n", "143995 12 3 \n", "143996 12 4 \n", "\n", " session_name \\\n", "143992 hippoSITDLC_resnet50_timeSITOct21shuffle4_7000... \n", "143993 hippoSITDLC_resnet50_timeSITOct21shuffle4_7000... \n", "143994 hippoSITDLC_resnet50_timeSITOct21shuffle4_7000... \n", "143995 hippoSITDLC_resnet50_timeSITOct21shuffle4_7000... \n", "143996 hippoSITDLC_resnet50_timeSITOct21shuffle4_7000... \n", "\n", " uuid onset \n", "143992 da2d7364-153f-4b89-9f7d-42f822b328b6 True \n", "143993 da2d7364-153f-4b89-9f7d-42f822b328b6 False \n", "143994 da2d7364-153f-4b89-9f7d-42f822b328b6 False \n", "143995 da2d7364-153f-4b89-9f7d-42f822b328b6 False \n", "143996 da2d7364-153f-4b89-9f7d-42f822b328b6 False " ] }, "execution_count": 438, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds1.head()" ] }, { "cell_type": "code", "execution_count": 439, "id": "0d0ed9b6", "metadata": {}, "outputs": [], "source": [ "# FIXME move it together with the active listening notebook\n", "characteristic_assemblies = [\n", " ['008229_hippoSIT_2022-05-17_21-44-43', 6, 6.5], # 400 - 800\n", " ['008229_hippoSIT_2022-05-16_20-36-44', 7, 9], # 100 - 400\n", " ['008229_hippoSIT_2022-05-20_15-54-39', 11, 1.2], # 0 - 400\n", " ['008229_hippoSIT_2022-05-18_14-36-18', 6, 15] # 300 - 750\n", "]" ] }, { "cell_type": "code", "execution_count": 440, "id": "5d8e6987", "metadata": {}, "outputs": [], "source": [ "# reading active listening assembly / unit\n", "session, ass_id, thresh = characteristic_assemblies[0]\n", "#unit_name = '8-8'\n", "\n", "animal = session.split('_')[0]\n", "sessionpath = os.path.join('/home/sobolev/nevermind/Andrey/data', animal, session)\n", "h5name = os.path.join('/home/sobolev/nevermind/Andrey/data', animal, session, session + '.h5')\n", "\n", "with h5py.File(h5name, 'r') as f:\n", " tl = np.array(f['processed']['timeline']) # time, X, Y, speed, etc.\n", " \n", " # if based on assembly\n", " i_rate = np.array(f['assemblies'][str(ass_id)])\n", " \n", " # if based on single neuron\n", " #i_rate = np.array(f['units'][unit_name][H5NAMES.inst_rate['name']])" ] }, { "cell_type": "code", "execution_count": 152, "id": "ab6dc595", "metadata": {}, "outputs": [], "source": [ "# reading syllables\n", "syls = np.array(ds1['syllables_reindexed'])\n", "syls_t = np.linspace(tl[:, 0][0], tl[:, 0][-1], len(syls))" ] }, { "cell_type": "code", "execution_count": 446, "id": "238cdb3d", "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "t1, t2 = 400, 800\n", "syls_filt = np.where(syls == 0)[0]\n", "i_rate_normed = i_rate / (i_rate.max()/10)\n", "th_normed = thresh / (i_rate.max()/10)\n", "\n", "fig, ax = plt.subplots(figsize=(16, 4))\n", "\n", "for i in range(20):\n", " idxs = np.where(syls == i + 1)[0]\n", " ax.scatter(syls_t[idxs], syls[idxs], s=5, color=colors[i])\n", " \n", "#ax.scatter(syls_t[syls_filt], syls[syls_filt], s=5, color='red')\n", "ax.plot(tl[:, 0], i_rate_normed - i_rate_normed.max())\n", "ax.fill_between(tl[:, 0], 0, 10, where=i_rate > thresh, color='grey', alpha=0.2, transform=ax.get_xaxis_transform())\n", "\n", "ax.grid()\n", "ax.axhline(0, color='black')\n", "ax.axhline(-i_rate_normed.max() + th_normed, color='orange', ls='--')\n", "ax.set_xlim(t1, t2)\n", "ax.set_ylim(-i_rate_normed.max(), 20)\n", "ax.set_ylabel('Active listening | Syllable #', fontsize=14)\n", "ax.set_xlabel('Time, sec', fontsize=14)\n", "ax.set_title('Behavior composition %s, syllables' % s1[:26], fontsize=14)\n", "#fig.tight_layout()\n", "fig.savefig(os.path.join(source, 'behav_comp_in_time_%s.png' % session[:26]))" ] }, { "cell_type": "markdown", "id": "c80d130b", "metadata": {}, "source": [ "## Correlation with binary syllable" ] }, { "cell_type": "code", "execution_count": 447, "id": "b71c35b5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0.29863420261741347, 0.0)" ] }, "execution_count": 447, "metadata": {}, "output_type": "execute_result" } ], "source": [ "syl1 = np.zeros(len(syls))\n", "syl1[np.where(syls == 1)] = 1\n", "syl_interp = np.interp(tl[:, 0], syls_t, syl1)\n", "\n", "act_list = np.zeros(len(i_rate))\n", "act_list[i_rate > thresh] = 1\n", "\n", "pearsonr(syl_interp, act_list)" ] }, { "cell_type": "markdown", "id": "0c9dfef8", "metadata": {}, "source": [ "## Syllable proportion in diff states" ] }, { "cell_type": "code", "execution_count": 444, "id": "156f14f9", "metadata": {}, "outputs": [], "source": [ "idxs_filt = np.where((tl[:, 0] < 600) | (tl[:, 0] > 1800))[0] # light filter\n", "idxs_filt = np.where((tl[:, 0] > 0))[0] # no filter\n", "\n", "probs = []\n", "\n", "act_list = np.zeros(len(i_rate))\n", "act_list[i_rate > thresh] = 1\n", "idxs_active = np.where(act_list == 1)[0]\n", "idxs_passive = np.where(act_list == 0)[0]\n", " \n", "for syllable in np.unique(syls):\n", " syl1 = np.zeros(len(syls))\n", " syl1[np.where(syls == syllable)[0]] = 1\n", " syl_interp = np.interp(tl[:, 0], syls_t, syl1)\n", " \n", " idxs_syl1 = np.where(syl_interp == 1)[0]\n", "\n", " idxs_syl_active = reduce(np.intersect1d, (idxs_syl1, idxs_active, idxs_filt))\n", " idxs_syl_passive = reduce(np.intersect1d, (idxs_syl1, idxs_passive, idxs_filt))\n", "\n", " p_syl_active = len(idxs_syl_active) / len( np.intersect1d(idxs_active, idxs_filt) )\n", " p_syl_passive = len(idxs_syl_passive) / len( np.intersect1d(idxs_passive, idxs_filt))\n", " #p_syl = len(np.intersect1d(idxs_syl1, idxs_light)) / len(idxs_light)\n", "\n", " probs.append([p_syl_active, p_syl_passive])\n", " \n", "probs = np.array(probs)" ] }, { "cell_type": "code", "execution_count": 445, "id": "a893b779", "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "max_syl = 20\n", "\n", "labels = np.unique(syls)[:max_syl]\n", "sizes_active = probs[:, 0][:max_syl]\n", "sizes_passive = probs[:, 1][:max_syl]\n", "#explode = (0, 0.1, 0, 0) # only \"explode\" the 2nd slice (i.e. 'Hogs')\n", "\n", "fig = plt.figure(figsize=(8, 4))\n", "\n", "ax1 = fig.add_subplot(1, 2, 1)\n", "ax1.pie(sizes_active, labels=labels, autopct='%1.1f%%', shadow=True, startangle=90, normalize=False, colors=colors)\n", "ax1.axis('equal')\n", "ax1.set_title('Active listening', fontsize=14)\n", "\n", "ax2 = fig.add_subplot(1, 2, 2)\n", "ax2.pie(sizes_passive, labels=labels, autopct='%1.1f%%', shadow=True, startangle=90, normalize=False, colors=colors)\n", "ax2.axis('equal')\n", "ax2.set_title('Other states', fontsize=14)\n", "\n", "fig.savefig(os.path.join(source, 'behav_comp_pie_%s.png' % session[:26]))" ] }, { "cell_type": "markdown", "id": "91b55d64", "metadata": {}, "source": [ "## Syllable occurence" ] }, { "cell_type": "code", "execution_count": 150, "id": "e69c8adc", "metadata": {}, "outputs": [ { "ename": "NameError", "evalue": "name 'i_rate' is not defined", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m/tmp/ipykernel_609568/3699445828.py\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mprobabilities\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mcoeffs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0midxs_actl\u001b[0m \u001b[0;34m=\u001b[0m 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np.zeros(len(syls))\n", " syl1[np.where(syls == syllable)[0]] = 1\n", " syl_interp = np.interp(tl[:, 0], syls_t, syl1)\n", "\n", " idxs_syl1 = np.where(syl_interp == 1)[0]\n", " i_sect = np.intersect1d(idxs_syl1, idxs_actl)\n", "\n", " coeffs.append(len(np.where(syls == syllable)[0]) / len(syls))\n", " probabilities.append(0 if len(idxs_syl1) == 0 else len(i_sect)/len(idxs_syl1))" ] }, { "cell_type": "code", "execution_count": 151, "id": "d03a7299", "metadata": { "scrolled": true }, "outputs": [ { "ename": "NameError", "evalue": "name 'syls' is not defined", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[0;32m/tmp/ipykernel_609568/3789311875.py\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m 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"data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(6, 4))\n", "\n", "ax.bar(np.unique(syls)[:20], probabilities, width=5*np.array(coeffs))\n", "ax.axhline(0.5, ls='--')\n", "ax.set_xlabel('Syllable #', fontsize=14)\n", "ax.set_ylabel('Probability dur. Active listening #', fontsize=14)" ] }, { "cell_type": "code", "execution_count": null, "id": "e216001f", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "id": "2a1b0549", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.10" } }, "nbformat": 4, "nbformat_minor": 5 }