{ "cells": [ { "cell_type": "markdown", "id": "6b4fc05a", "metadata": {}, "source": [ "### run_example_simulation.ipynb\n", "\n", "This notebook runs the AL model with two short odor presentation that runs on a personal machine in the span of a minute, highlighting the main functions for circuit execution and visualization." ] }, { "cell_type": "code", "execution_count": 1, "id": "afdf4b5e", "metadata": {}, "outputs": [], "source": [ "import os\n", "import sys\n", "import numpy as np\n", "import pandas as pd\n", "import time\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "25dfc103", "metadata": {}, "outputs": [], "source": [ "project_dir = '../'\n", "sys.path.append(project_dir)\n", "\n", "from utils.data_utils import get_AL_activity_dfs\n", "from utils.simulation_class import Sim\n", "from utils.LIF_funcs_cython import run_LIF_general_sim_wrap as run_LIF, spikes_from_APMask\n", "from utils.data_utils import set_connect_from_scale_dic\n", "from utils.model_params import params as default_params\n", "from utils.make_output_figures import plot_sim_spikes2, plot_AL_activity_dur_pre_odors\n", "from utils.plot_utils import set_font_sizes\n", "set_font_sizes()" ] }, { "cell_type": "markdown", "id": "889320c8", "metadata": {}, "source": [ "Load connectomic information and imputed glomerulus x odor responses:" ] }, { "cell_type": "code", "execution_count": 3, "id": "455d8b14", "metadata": {}, "outputs": [], "source": [ "# default hemibrain data\n", "hemibrain_dir = os.path.join(project_dir, 'connectomics/hemibrain_v1_2')\n", "df_neur_ids = pd.read_csv(os.path.join(hemibrain_dir, 'df_neur_ids.csv'), index_col=0)\n", "al_block = pd.read_csv(os.path.join(hemibrain_dir, 'AL_block.csv'), index_col=0)\n", "imputed_glom_odor_table = pd.read_csv(os.path.join(project_dir, 'odor_imputation/df_odor_door_all_odors_imput_ALS.csv'), index_col=0)" ] }, { "cell_type": "markdown", "id": "4e726b0a", "metadata": {}, "source": [ "Set odor presentation information:" ] }, { "cell_type": "code", "execution_count": 4, "id": "ca6242da", "metadata": {}, "outputs": [], "source": [ "# set ORN decay dynamics to mimic adaptation\n", "decay_tc = 0.11 # seconds to half-height\n", "decay_fadapt = 0.75 # a fraction of max height\n", "\n", "# odors to present\n", "odor_panel = ['3-octanol', '4-methylcyclohexanol']\n", "\n", "# set up time array\n", "n_odors = len(odor_panel)\n", "stim_duration = 0.01\n", "stim_pause = 0.005\n", "trial_duration = stim_duration + stim_pause\n", "end_time = (n_odors*trial_duration) + 0.001" ] }, { "cell_type": "markdown", "id": "5933ab3c", "metadata": {}, "source": [ "Set multipliers onto cell type columns of the connectivity matrix (these particular ones were found by hand tuning to give reasonable AL features):" ] }, { "cell_type": "code", "execution_count": 5, "id": "dcaf8672", "metadata": {}, "outputs": [], "source": [ "col_orn = 1\n", "col_iln = 0.2\n", "col_eln = 0.4\n", "col_pn = 4\n", "\n", "custom_scale_dic = {\n", " 'ALL': 0.1,\n", " 'otoo': col_orn, 'otoi': col_iln, 'otoe': col_eln, 'otop': col_pn,\n", " 'itoo': col_orn, 'itoi': col_iln, 'itoe': col_eln, 'itop': col_pn,\n", " 'etoo': col_orn, 'etoi': col_iln, 'etoe': col_eln, 'etop': col_pn,\n", " 'ptoo': col_orn, 'ptoi': col_iln, 'ptoe': col_eln, 'ptop': col_pn,\n", " }" ] }, { "cell_type": "markdown", "id": "0d6ba86c", "metadata": {}, "source": [ "Initialize an instance of a Sim object that houses all simulation info:" ] }, { "cell_type": "code", "execution_count": 6, "id": "c6e4c147", "metadata": {}, "outputs": [], "source": [ "sim = Sim(params = default_params,\n", " df_neur_ids=df_neur_ids, \n", " al_block=al_block,\n", " model_name = 'example run',\n", " home_dir = project_dir,\n", " end_time = end_time,\n", " )" ] }, { "cell_type": "markdown", "id": "36cd7bac", "metadata": {}, "source": [ "Add the odors into the Sim object:" ] }, { "cell_type": "code", "execution_count": 7, "id": "25a5807c", "metadata": {}, "outputs": [], "source": [ "# set up timings\n", "t_odor_bounds = np.arange(0, end_time+0.01, trial_duration)\n", "start_times = t_odor_bounds[:-1] + stim_pause\n", "end_times = t_odor_bounds[1:]\n", "\n", "# add odors according to their times\n", "for i in range(n_odors):\n", " sim.add_odor(odor_name = odor_panel[i],\n", " odor_start = start_times[i], \n", " odor_end = end_times[i],\n", " tc = decay_tc,\n", " fadapt = decay_fadapt,\n", " imputed_glom_responses=imputed_glom_odor_table)" ] }, { "cell_type": "markdown", "id": "ccd7f313", "metadata": {}, "source": [ "Set the timing of odor-evoked spikes on ORNs:" ] }, { "cell_type": "code", "execution_count": 8, "id": "2ca39622", "metadata": {}, "outputs": [], "source": [ "# set Iin\n", "Iin = sim.make_Iin(is_input_PSC=True)" ] }, { "cell_type": "markdown", "id": "b7bf9e1d", "metadata": {}, "source": [ "Set which LNs to flip to excitatory:" ] }, { "cell_type": "code", "execution_count": 9, "id": "53af8255", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[63 36 54 62 78 85 55 57 44 92 29 40 33 61 39 59 1 56 71 9 79 27 66 72\n", " 96 48 35 74 4 64 10]\n" ] } ], "source": [ "# set excitatory LN positions\n", "np.random.seed(1234)\n", "LN_bodyIds = df_neur_ids[df_neur_ids.altype == 'LN'].bodyId.values\n", "num_LNs = len(LN_bodyIds)\n", "num_eLNs = int(np.round(num_LNs / 6.4))\n", "topk = int(np.round(num_LNs / 2))\n", "nlns = len(LN_bodyIds)\n", "elnpos = np.random.choice(np.arange(topk), num_eLNs, replace=False) \n", "print(elnpos)\n", "\n", "# ### Set synapse strengths \n", "sim.set_eLNs(elnpos)" ] }, { "cell_type": "markdown", "id": "a7273af2", "metadata": {}, "source": [ "Set the connectivity matrix multipliers from above:" ] }, { "cell_type": "code", "execution_count": 10, "id": "1c97654f", "metadata": {}, "outputs": [], "source": [ "# set scalars on class to class strengths\n", "connect = set_connect_from_scale_dic(custom_scale_dic, sim)\n", "sim.set_connect(connect.values) " ] }, { "cell_type": "markdown", "id": "aa8b76a5", "metadata": {}, "source": [ "Run the leaky-integrate and fire simulator, and retrieve arrays of `num_neurons x num_timesteps` for voltages (`V`), currents (`I`), and indicators of when a neuron is undergoing a templated action potential (`APMask`):\n", "\n", "(should run in about a minute)" ] }, { "cell_type": "code", "execution_count": 11, "id": "b5d20ba5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "running LIF...\n", "done running LIF\n", "elapsed 26.17527198791504\n" ] } ], "source": [ "# ### Run simulation\n", "t0 = time.time()\n", "print('running LIF...')\n", "V, I, APMask = run_LIF(sim, Iin)\n", "print('done running LIF')\n", "tf = time.time()\n", "print('elapsed', tf-t0)" ] }, { "cell_type": "markdown", "id": "43bd7820", "metadata": {}, "source": [ "Get spike timings for all neurons via the action potential mask:" ] }, { "cell_type": "code", "execution_count": 12, "id": "274f9b8f", "metadata": {}, "outputs": [], "source": [ "# count spikes\n", "Spikes = spikes_from_APMask(APMask)" ] }, { "cell_type": "code", "execution_count": 13, "id": "a5a955c2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " ...,\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.]])" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Spikes" ] }, { "cell_type": "markdown", "id": "3c5f7c37", "metadata": {}, "source": [ "For each odor, for each neuron, record firing rates in the time before the odor presentation, and during:" ] }, { "cell_type": "code", "execution_count": 14, "id": "6ca8d63b", "metadata": {}, "outputs": [], "source": [ "df_AL_activity, df_AL_activity_long = get_AL_activity_dfs(sim, Spikes)" ] }, { "cell_type": "code", "execution_count": 15, "id": "5883fda7", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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neur_nameneur_typefr_pre_odor0fr_dur_odor0fr_pre_odor1fr_dur_odor1glom
0ORN_DA1_0ORN0.0100.00.0100.0DA1
1ORN_DA1_1ORN0.00.00.00.0DA1
2ORN_DA1_2ORN0.00.00.0100.0DA1
3ORN_DA1_3ORN0.00.00.00.0DA1
4ORN_DA1_4ORN0.00.00.0100.0DA1
\n", "
" ], "text/plain": [ " neur_name neur_type fr_pre_odor0 fr_dur_odor0 fr_pre_odor1 \\\n", "0 ORN_DA1_0 ORN 0.0 100.0 0.0 \n", "1 ORN_DA1_1 ORN 0.0 0.0 0.0 \n", "2 ORN_DA1_2 ORN 0.0 0.0 0.0 \n", "3 ORN_DA1_3 ORN 0.0 0.0 0.0 \n", "4 ORN_DA1_4 ORN 0.0 0.0 0.0 \n", "\n", " fr_dur_odor1 glom \n", "0 100.0 DA1 \n", "1 0.0 DA1 \n", "2 100.0 DA1 \n", "3 0.0 DA1 \n", "4 100.0 DA1 " ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_AL_activity.head()" ] }, { "cell_type": "markdown", "id": "7837c4be", "metadata": {}, "source": [ "For each cell type, plot firing rates of individual neurons before odors (left) and during odors (right)" ] }, { "cell_type": "code", "execution_count": 16, "id": "e1d2b7b3", "metadata": {}, "outputs": [ { "data": { "image/png": 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34xYRERHJqKwkbWZmwC+BS4DPuPtrZrYauN/dd8abvWJm04CLgd8DjeyfoBUC1amO4e6LgcUA5eXletSWiIiIhFpGb49Cxy3ROwmSsXPcfQmAB3YmNV8DHBJ/vwUoS6ovAyr7MFwRERGRnNBpT5uZ3ZxcFP96pZlVJdW5u/9Tmse8ATgPOMvdH0k43g3AdHdPfCzW0cDr8fcvACcmtC+J1/84zeOKiIiIhFZXt0dPT1G2gWAWZzIHDpi0mdk84Arg20BFfMZou4eBJ83scuDPwCeALwIfidffSZAwXgU8BHwX2Ag8caDjioiIiIRdV0t+TO6D430m/vVn8VeifOBcgkVzrwPeBs519+fi8aw3s7OAm4CrCHreFmphXRERERkIzD31GH0zG+buNd3eodlwd9/9fgPrTeXl5V5RUZHtMEREREQOyMyWuXt5cnlXExGWm9kVZpZySY0UBxhsZt8EerrwroiIiIh0oquk7QRgAbDNzO42s4VmNj6+XAdmlm9mk83sPDO7i2AW5wLgpD6PWkRERGSA6WpM21ZgoZmdCHyNYK20KICZJS5q20LwGKnT3P3pvg1XREREZGA64OK67v4M8IyZDSHofZsEDCNY1HYT8GzSs0RFREREpJel/UQEd98L/HcfxiIiIiIincj4ExFEREREpPuUtImIiIiEgJI2ERERkRBQ0iYiIiISAmlPRAAws2LgOGAs8BdgmLuv74O4RERERCRB2j1tZvZ1ggV0nwLuAyYDt5rZs2Y2rI/iExERERHSTNrM7DLgWuAXBD1tFq/6F2A68OM+iU5EREREgPR72q4AfujuPwZWtBe6+1+A7wBn9n5oIiIiItIu3aTtEOCFTureBkb1TjgiIiIikkq6SdubwOmd1H0kXi8iIiIifSTd2aM/A+4zs+EEj7JyYK6ZnQV8Hfh/fROeiIiIiECaSZu7329mBcBPgC/Ei39N8ND4r7v7XX0TnoiIiIhA9x4Yf7eZ/SdwGMEYthrgdXdv66vgRERERCSQ7pIfT5rZDA+84e7Pu/tr7t5mZkeY2d/7OE4RERGRAa3TnjYzOyOh/sPAGWY2K0XTU4Ap6R7QzKYAvwTmA3XAb4Gr3L3RzCYCtwMfAjYCX3P3RxO2XUCwNtxU4CXgy+6+Lt1ji4iIiIRVV7dHTwYuj793gsV1O9NVXYf4uLg/AauBDwJjgDvjdd8AlgBrgLnAGcADZjbb3d8xs/HAw8A1wCPA94AlZna4u8fSOb6IiIhIWHWVtH0TuIng6QdvA2eRsLBuXBtQ4+570zzecQS9ZMe5ey2wxsy+C9wI/Jng6QonxPe32sxOAS4ErgYuAla6+3UAZnYBsI0guXw8zeOLiIiIhFKnSZu7NwMbAMxsMrDV3Vve5/HeAD4ZT9g6DgUUAvOAFUkJ4HPACfH384BnEuKrN7PlwPHkSNJ233338aMf/ahb21xzzTWcffbZfRRR19yduXPnsmzZsrS3GTx4MJs2bWL48OF9F1gOaWpq4qWXXqKuro5x48bh7gwfPpyDDz6YaDSa7fAkwfbt22lubu703GzZsoUNGzYwdepUxowZk4UIpTNvvfUW9957L21tbRxxxBG8++671NTUMGPGDNauXcvevXsZMWIE0WiUQYMGMWvWLI477jjy8/OzEm8sFuOxxx5jzZo1TJs2jV27dtHQ0AAE18gjjzyS5557DjPj+OOP57DDDqOwsDArsWbK9u3b2b17N+7Ou+++y6BBgyguLqauro7i4mIOOeQQ6urqiEajlJWVYWYH3mmGNTY2snnzZoYNG8bo0aMB2Lx5My0tLUyYMCEnrvnpLvmxwczmmNmJBAlW+7+2ASXA8e7+yTT2U0VCgmVmEeAy4FlgLLA1aZPtwLj4+wPVZ5W7dzthA/jRj37EZz7zGSKRdNc57j2//OUvu5WwAdTW1nLmmWfy1FNP9VFUuWXZsmU8++yz7Ny5k5EjR1JWVsbkyZMBGD9+fJajk3a7d+9m/fr1QPC7OGHChH3q29raWLp0KS0tLWzevDlrH5QktZtvvpnVq1dTU1PDihUrOv64P/XUUzQ1NdHQ0EBeXh55eXmMGDGC9evXM3ToUA4//PCsxPvaa69xzz33UF1dzUMPPURRURH19fU0NTVx2GGH8cADD9Dc3ExtbS1VVVUsXLiQOXPmZCXWTKipqWH9+vW8/fbbVFZWUldXR35+fkfSVlZWxkEHHcTIkSOJRCLk5+dTWlqa7bD3s3btWnbu3MmWLVuYN28ee/fuZd2694bNt1/7symtpM3MFhGsy2YEPWPwXuIWA/7aw+PfCBxNMIbta0BTUn0TQZIIQXLYVX2qmBcB+13A+0o0GqWtrXsroOTn52ftE0dZWVlGtwujoqIiotEo0WiU4uJizKzjoiO5Iy8vL+X7dpFIhIKCAlpaWvp9j0cYDR48mEgkQiQSobCwkMbGxo5z1tbWRiQSIRqNkpeXh5mRl5dHQUFB1uItKSkhPz+fSCRCUVFRRzyxWIxIJMKQIUPYtWsX0WiUwsLCfn+9iEajmBnRaLQjgc3Ly6OoqIjm5uaOf4f2v3WpfkdzQft5av+/mBhnrpxDc/cDNzJ7neDW5peAbwEjgX8CTgX+A7jM3e9J+6DBmfslcAnwGXdfYma3AAe5+2cS2l0MfMXdZ5nZa8Cv3f1XCfW/Bard/ZKujldeXu4VFRXphtdjb775Jueffz41NTVptT/44IO54447OPTQQ/s4ss59//vf56c//Smtra1ptT/xxBN58sknc6KbOBPcnTfffJOWlhZGjhwJQGFhYcd7yR179+7d5zwlq62tZevWrYwbN46SkpIMRydd2bNnD3/+85/Jz89n0qRJ1NXVUV1dzfTp03n77bepq6tj2LBhABQXFzNu3DimTJmS1Vtsr7/+OuvWrWPq1KlUV1fT2tra8Yd++vTp/P3vfycajXLYYYdx0EEHZeVuSibV1tZSV1eHu7Nnzx6Ki4vJz8+nsbGxo2etvr6eaDTK0KFDsx1uSrFYjKqqKoYMGdJxjaipqaGlpSXjPYNmtszdy/crTzNpawLOcPe/mNmngZ+4+4x43TeAz6XaeSf7igB3AOfHt3swXv4dgvFu8xPa/hCY7+4fMbPHgJfc/eqE+qeBx939mq6OmamkTUREROT96ixpSzf1rwfau2LeBKaYWXH8+5eAad2I5QbgPOCs9oQt7gXgKDMblFA2P17eXp+Y0JUQ3Fp9AREREZF+Lt2k7Xngy/FesjeAFoJbowCHA43p7MTM5gFXAN8HKsysrP0FPE0wW/UuM5ttZt8imDF6e3zzO4EPmNlV8UV+7yBYgPeJNH8GERERkdBKN2n7IXA68Ki7NwGLgf80s6UEPWd/THM/7ePVfgZUJr0MWEiw4O4y4IvAme6+HiD+9SyCB9ZXAAcBC7WwroiIiAwEaY1pA4g/kWC2u/9PvMftaoKesJeBa929oe/CfH80pk1ERETCorMxbeku+XEd8Ft3/x+AeO9W9xclExEREZEeSff26D8CI/oyEBERERHpXLpJ2/8CZ5rZwFicS0RERCTHpLss8Qbgy8A5ZrYOeDep3t19Ya9GJiIiIiId0k3aDiNY9qPdkD6IRUREREQ6ke4D4xf0dSAiIiIi0rn+/TA0ERERkX5CSZuIiIhICChpExEREQkBJW0iIiIiIaCkTURERCQE0n2M1Z1dVMeAWuBNgkdd7eiNwERERETkPemu0zYe+BBQBLwDbAdGA4cSJG2bgTLge2Z2gruv7YNYRURERAasdG+P/g+wAyh39ynu/kF3nwYcCawHbgDGAKuBa/siUBEREZGBLN2k7avAt9x9eWKhu68CrgL+2d33AjcBJ/VuiCIiIiKSbtI2BGjopK4VGB5/XwMUvM+YRERERCRJuknbUuCnZjY5sdDMJgI/Ap6JF30U0Hg2ERERkV6W7kSEy4EngTfMbBVQRTARYQ6wAbjUzE4HvgOc3xeBioiIiAxkafW0ufsGYBZwKcFkAwf+DiwCZrr7OwSzSk909/vT2aeZFZrZKjM7JaFssZl50uuKhPoFZvaKmdWb2VIzm5rmzykiIiISaun2tOHuTcDt8Veq+lXp7svMioDfALOTqmYBVwL3JpTtiW8zHngYuAZ4BPgesMTMDnf3WLrHFhEREQmjtJM2M/s48ElgEPv30Lm7X5jmfmYRJGyWonomcLW7b0tRdxGw0t2vi+/nAmAbcDLweFo/hIiIiEhIpftEhO8APwaqga0EC+om8m4c8wTgMeAHQF3CMcqAkcAbnWw3j/cmPODu9Wa2HDgeJW0iIiLSz6Xb03YJ8G/Ape7enQRtP+5+W/t7s30622YRLB9yjZmdSrCY703ufle8fixBwphoOzDu/cQjIiIiEgbpLvkxAvjd+03YDmBm/OtK4FTgDuA2M/tsvLwEaErapgko7MOYRERERHJCuj1tzxA86WBp34XCrcD97r4z/v0rZjYNuBj4PdDI/glaIcEt2/2Y2SKC2a1MmDChTwIWERERyZR0k7ZbgDvNrBR4EahPbuDuD76fQOK9eDuTitcAH4u/30LwUPpEZUDKWavuvhhYDFBeXt6XPYQiIiIifS7dpO3h+NdL469kDkTfTyBmdgMw3d1PSyg+Gng9/v4F4MSE9iXx+h+/n+OKiIiIhEG6SdvkAzd53x4GnjSzy4E/A58Avgh8JF5/J3ClmV0FPAR8F9gIPJGB2ERERESyKq2kLf5EhD7l7k+b2bkEi+ZeB7wNnOvuz8Xr15vZWcBNwFUEPW8LtbCuiIiIDASdJm1m9gpwnruvMrNX6XotNnf3I7t7cHe3pO9/B/yui/aPAo929zgiIiIiYddVT9sy3lv8tiIDsYiIiIhIJzpN2tz9HxK+/RPwrLtX9X1IIiIiIpIs3cV1byNh5qaIiIiIZFa6Sdt2oLQvAxERERGRzqW75Md9wL+Y2ScJFrx9N6ne3f2mXo1MRERERDqkm7T9JP719PgrmRMsxSEiIiIifSDdddrSvY0qIiIiIn1AyZiIiIhICHS1uO4eYIG7LzOzvXS9uC7uPrS3gxMRERGRQFe3R28AKuPvf5GBWERERESkE10lbQsJHuK+FXgH+LO7V2ckKhERERHZR1dj2mYCh8Tf/wdwaN+HIyIiIiKpdNXTtgL4LzN7BzDgN2bW0Fljdz+it4MTERERkUBXSds5wD8BI4FZwBuAnj0qIiIikgVdPTB+E/ANADNbAFzl7iszFZiIiIiIvCfdxXUn93UgIiIiItI5La4rIiIiEgJK2kRERERCQEmbiIiISAhkLWkzs0IzW2VmpySUTTSzx8yszszWmNmpSdssMLNXzKzezJaa2dTMRy4iIiKSeVlJ2sysCLgfmJ1QZsASoBqYC9wNPGBmk+P14wme0HAvUA5sA5aYmXoLRUREpN/LeMJjZrOAF4ApSVULgOnAIndf7e7XAs8DF8brLwJWuvt17r4auAAYD5ycmchFREREsicbvVQnAI8BxyeVzwNWuPvehLLnEtrNA55pr3D3emB5iv2IiIiI9DtprdPWm9z9tvb3wR3RDmMJHk6faDswLs166aaNGzcyceLEbm93ySWXcMstt/RBRNITdXV1LFmyhJdffpm5c+fy8Y9/nA0bNjBs2DCmTJlCLBbjqaeeYtu2bcyfP79H51z6zjvvvMNvf/tb9u7dy+mnn86UKVPYuHEjjY2NFBUVMXHiREpLS7MdpiSora3l4osv5sknn6Suro62tjZaWloYMmQIc+bMoampicrKSo488kjmz5/P7t27OfHEE1mwYAH5+fnZDl/impubef311zEzWlpaePXVVykqKsLdaWhoYNy4cbz77ruMHj2aU045hUgk+6OxMp60daEEaEoqawIK06yXbjr++J51Ut56661K2nLIunXrWLp0KVVVVTQ1NTFo0CCGDRvGnj17GDt2LHv27OHVV18F4MUXX1TSlkPcnWeeeYZXXnmFpqYmRowYQW1tLQCrVq1izpw5tLW1KWnLMQ8//DDPPPMM27dvp62traO8qamJ5cuX09zcTDQaZenSpTQ3N1NYWEh+fj7Tp0/X718OqaysZOfOncRiMV566SWampqorq4mFosxfPhwnn/+eWbMmEFVVRUzZ85k/Pjx2Q45p5b8aGT/BKwQqE+zfh9mtsjMKsysoqpKj0xN5ZxzzunRdiNHjuzlSOT9GD16NGVlZUQiEUpLS5k8OXiASXFxMYWFhQwfPpwhQ4YAMG6cOqZziZkxceJEBg0aRGFhIQcffDBlZWVEo1FKS0uJRqOMGDEi22FKkqOOOoqRI0eSn5+/zx2jvLw8Bg8ezKBBgzrOXVlZGYWFhYwZM4bhw4dnL2jZz7Bhw4hEIuTl5TFp0iSKiooYNWoUo0ePpri4mGnTphGNRhk0aFDOfHAyd8/ewc0c+Ki7P25m3wE+6e7zE+p/CMx394+Y2WPAS+5+dUL908Dj7n5NV8cpLy/3ioqKPvopwu1f//Vfufzyy9Nuf+aZZ/Lggw/2YUTSEw0NDezatYtRo0ZRWFhIY2MjBQUFHd35zc3N1NfX649GDnJ3du/eTWtrKyNHjiQajdLQ0EB+fj4tLS0UFxdnO0RJYceOHaxdu5a2tjba2tqoqamhtLSUCRMmEI1GeeONNzj66KNxd9ra2hg6dCgFBQXZDluSNDc3Y2bk5eWxa9cuSkpKADqul3v27KGkpCTj587Mlrl7+X7lOZS0nUywpMdB7l4Xr38CeMHdrzKzHwEnuvuH43UlBMt+fNrd/9rVcZS0iYhISg0vwLZLoewWKJ6X7WhEgM6Ttly6Pfo0sAG4y8xmm9m3CGaM3h6vvxP4gJldFV825A5gI/BEVqIVEZHw2/x/oGk5bD4z25GIHFDOJG3u3gYsBMYAy4AvAme6+/p4/XrgLOALQAVwELDQ3WPZiFdEREKqaTVUXgSVF0Lb9qCsbVvwfeVFQb1IDsrq7FF3t6Tv1wEnddH+UeDRvo5LRET6sZ3XQ81d+5fX3Bl/0wpj/yOTEYmkJWd62kRERDJi1HfeX71IlihpExGRgaVgGkyrTl03rTqoF8lBStpERGTgqV/avXKRHKCkTUREBp5YY/xNBCb8jY4/hx3lIrknlx5jJSIikhlDz4XiuZB/KFgUpjdDy9uQPzXbkYl0SkmbiIgMPGb7jl2zqMaySc7T7VERERGREFDSJiIiIhICStpEREREQkBJm4iIiEgIKGkTERERCQElbSIiIiIhoKRNREREJASUtImIiIiEgJI2ERERkRBQ0iYiIiISAkraREREREJASZuIiIhICChpExEREQmBnEvazOw8M/Ok1x/jdRPN7DEzqzOzNWZ2apbDFREREcmIvGwHkMIs4CHgkoSyRjMzYAmwBpgLnAE8YGaz3f2dzIcpIiIikjm5mrS94u7bEgvN7GRgOnCCu+8FVpvZKcCFwNWZD1NEREQkc3Lu9ihB0vZGivJ5wIp4wtbuOeD4jEQlIiIikkU5lbSZWQEwBTjNzN40s7fM7FozKwTGAluTNtkOjMt0nCIiIiKZlmu3R6cRxFQHfIYggfsXYAhQBDQltW8CCjMZYK6KufParmpmjxhFxCzb4YiIiEgvy6mkzd1fM7NSd6+OF62MT0C4H7gdGJa0SSFQn2pfZrYIWAQwYcKEPoo4d/xq1Qrue3MNn582k68cfky2wxEREZFellO3RwESErZ2a4B8glujZUl1ZUBlJ/tZ7O7l7l4+evTo3g80h7xVs5v7170OwG/Wvc5bNbuzG5CIiIj0upxK2szsLDPbHh/b1u5oYDfwAnCUmQ1KqJsfLx+w3J3rV77MrKI3uXvy1cwqepNfrHwZd892aCIiItKLcippA54GDFhsZoeZ2aeA6+OvpcAG4C4zm21m3yKYUXp7toLNBY9tXs+KHe9y3fibmFG8np+Pu4nlO97lsc0bsh2aiIiI9KKcStrit0Y/DkwElgOLgX8DfububcBCYAywDPgicKa7r89OtNlXV7cSr7yIq8bezqi8GgBK82u4auzteOVF1NWtzHKEIiK5LebOqzt3ENPdCQkBGwi30crLy72ioiLbYfS6ynVnM7b1953Wb8v/LGVTfpfBiEREwuXmV5drEpfkHDNb5u7lyeU51dMm3TN07A+6rB9S1nW9iMhApklcEjZK2kJs0KBZPFmyPGXdkyUrGDRoVoYjEhEJh/ZJXO23RWPumsQlOU9JW8gtGP52J+VvZTgSEZHwaJ/ElUiTuCTXKWkLOfPgIRFtbnz5ne/R5rZPuYiI7Ku2pYV/eSX1XYqbX11ObUtLhiMSSY+StrAbei4cupZbW1/k1YbD+HXri3Do2qBcREQA8JgTW78VjzkV726juqkxZbsdjQ0sq9qW4ehE0pNTj7GSHjCDgmlcOsf58CGTmT1iVFAmIiIdWh9ZStvSl4kuOI7yT3yIUYVFKRO30qJijh2d/PAdkdygnrZ+ImLG4SNL9bB4EZEkscoq2p4Jln1qe/plSnbs5p+OSL28x+WHH8Pg/PxMhieSNiVtIiLSb7k7LQ/8FWLxWaExp+XBx/noIRM5pnTMPm2PKR3Dx8ZNzEKUIulR0iYiIv1WbPka/O3N+5T5W5vwv7/ON46c23F3ImLGlUfNxXS3QnKYkjYREemXvLGJloefSlnX8vBTHFpYzLlTZwBw3tQZHDp0eAajE+k+TUQQEZF+KbZ2A+ytS125p47Ymxu5bM7RLDhkQjCJSyTHqacthBKnrouISGqRwybCkEGpK4cOIjJtgiZxSagoaQuh1keW0nzzvbT++elshyIyoKT6wBRz59WdOzoehyS5w4oKyT9jQcq6/DMWYEWFGY5I5P1R0hYyyVPXY5VVWY5IZOBI9YHpV6tW8OWlf+GWVSuyGJl0JnLMTGzK+H3KbMp4IkfPzFJEIj2npC1E2qeuW+l6Cs68GStdT8uDj+sBx/1BwwvwzrHBV8lJqT4wvVWzm1c2/4m7J1/Nys1/4q2a3dkNUvZjZuSfdQpE4rc/I0b+pz+qWaISSkraQqR96nrBx/6TyOgtFHzsHvytTcRWrMl2aPJ+bf4/0LQcNp+Z7UgkhVRrfTU/+Feu//vL/Hz8TcwoXs+1427iFytf1oeoHBQZO5roieUARE+aS6SsNMsRSXdpLHdAs0dDwvf8Ha+8lLwTm7GSWgCsZC95J/4er1yC77kFG3pUdoOU7mlaDTtvAmLQtj0oa9sGlRcCERj5VSiclc0IJS55rS8bvp1tU/7IJwsKGJVXA0Bpfg2n5v+ELW/dwbjx39O5yzF5p32Y6BHTsQljsx2K9EDiY8jyT/9wR3nMndd2VTN7xKgBMZlESVtI+KZryJv6/H7leTOC2zWxzddgsx7IdFjSTV73v7D5H2HcbdiexVBz1/6Nau6Mv2mFsf+RyfAkhcS1vmzMBvI/tISWhqFMnLCG5LXzzxjxNLRCy45C8g+5O/PBSqes6UXML4WmW6B4XrbDkW5IHpoQLZ9NZOxoIBhTet+ba/j8tJl85fDUjybrT3R7NCRswo+6rh/fdb3kiHc+hfmr8M5pMOo7Xbc9UL1kROJaX+1DE1YMLulymxWxCzMRmnSHhiCEUmePIXN33qrZzf3rXgfgN+teHxBjSkOVtJlZoZktNrNdZrbNzL6Z7ZgyxYbMpq3ubynr2ur/hg2ZneGIJG1Nq6HyIvyt87G8XQBY3k580w9gyOdTbzOtGgqmZS5G6VRkUj15Jy8h78TfdwxNmDNsNWe/fmPK9uesv4tZZcdnMkTpTPx3j8oL9x+CUHlRUC85rbPHkLUtX831K1/uWGon5j4gxpSG7fbo9cAHgVOAccA9ZrbR3f8ru2FlRmRaJWxNUT61MvPBSPp2Xg81d5E82sJafoM3Q6phGF73FDb00xkJT7pmdf+y39CEwdEGvj3+31K2/+fpDQzOz89EaHIg8d+9/WgIQih09RiyR5/9Gysm7Ltw8vId7/LY5g18fPykDESXHaHpaTOzQcBFwBXuvszdlwDXAZdlN7LMMW8CwGNG05KL8ZjtUy45qovbnK82TAWgzY0vv/M92jw4p69Wb+50G8mwTs7fUSVrgf3P3VEjh2QsNDkADUEItc4eQ1YXNW4tK0q5zc2vLqe2paWvQ8uaMPW0HQkUAs8llD0HfNfM8ty9NTth7Wv69Ondav/GG2+k33jouVA8l9b/2YBvX07rW38l/+MTIH9qN6N8TywWIxqNpt3+xhtv5Ktf/WqPj5fr3nnnHQBaWloYPnw4tbW1tLS0kJeXR0FBAXl5ebS2tlJXV8eECRMoKel6bBOAxybQ9MDPKfr0t/Ypr20r5lvrrmZQyQ62NI8hRoT5a+7mkIJ3aYiM47fjWg7YY7Nr1y62b99OYWEhLS0tFBcX09bWRiwWIxKJkJ+fT0NDAyUlJTQ1NTF58uSe/+PkuFgsRmtrK2bW8fMDtLW1EY1GaW5uJi8vj7y8PNydvLw0L38F04Lb1W/u+2xKM9g46inOfW4zrW6c+Pp/cv9JM5kwNP3B0C0tLR2/gy0tLUSjUWKxGEDHezOjoKAAd+/Xa4vt3LmT1tZWotEo+fn57N27F3enoKCA+vp6CgsLaWtro6CggCFDhlBcXHzgnXZy7oCgPDqyx/G2tLSwc+dOioqKcHcikQhtbW20tLTs83+uuLgYd2fUqFH99vw1Njayfv16hg0bhpnR0tKCuxOLxYjFYjQ2NlJSUkIkEqGxsZGpU6d2/H52peMxZEmJ27LhhewsSP13a0djA8uqtnHSweNT1rd79913qa2txcw6/gaaGXV1dQwZMoTa2lqKi4tpbW2luLiYsWNzY9ZxmJK2scBOd29MKNsOFACjgazfI+xuwta+TdqJmxkUTCPvtKlEj5gVTF2P9PwiMH36dNauXdutbb72ta/xta99rd+NG1i2bBnnnXdet7dbtGgRX//617tsE1u7gciQVfuVV9TNZmdeHjuby95rS4RNzWVA4wEvPB/60Id4/vn9ZxQfyN69exk8eHC3t8tlVVVVXHPNNSxbtozdu3cDdCRvZkZbWxvuTjQaZejQoYwfP56zzz6bz372s+kdoH5pyuIJRTs5Z+os7ntzDZ+bOosJI9NP2G699VZuvPFGqquraWxspKmpqeP3KhKJUFBQQCwWY/jw4Xzuc5/jU5/6FEcccQRlZWUH2HO4xGIxPvGJT7Bhw4ZubXfuuefygx/84MANOzl31C+FIWd165jt/vjHP3LWWWd16zqYl5fHa6+9xmGHHdajY+aqn//859x5550HbpjkoYceYtasrpfFaX8MWct9j+xTfuzuJkZF86hu27+vprSomGNHd/07MnbsWLZt29ateIuKimhoaOjWNn0hNLdHgRIg+T5g+/f7PUDOzBaZWYWZVVRV9f2jnnbu3NnjbVev7t5gWIsYkUkHY+8jYQO6nbD1Z/fdd1+Ptnv44YcP2CZy2EQYHPyqJd7aLh/0GiNjqW9tp3Pheemll7ofMPDiiy/2aLtc9vbbb7NlyxZqa2tpbW2ltbW1o8ejtbW1449rW1sbe/fupaamhpUrV6Z/gFjwWdGJECv4I95+6Yw1ctmco/n3D3+cS+ccnfbu3J2//e1v1NTUUF9fT2Nj4z4JQHvvRGtrK7W1tbz88svU1tayffv29GMOidraWjZv7v5wgKeeSj3WaT+x9s/5EZjwN0g4dz31m9/8ptsfXFtbW/nDH/7Q42PmqoceeqhH2z366KNptUv1GLLBk8Zx+dHHpWx/+eHHHPAORXcTNgh6E9s/EGZTmJK2RvZPztq/r09u7O6L3b3c3ctHjx7d58GNHNnzbvYDfdroK+eff35WjpuLLr/88h5tt2jRogO2saJCokdeSdN/XUnTHT/Ft0+i6Y6fkv/7y7h8TOpP3elceM4444xuxxuJRDjhhBO6vV2umz59OjNmzKC0tJTi4mIKCwsZNGgQRUVFFBYWkpeXRyQSobCwkDFjxjB27Fjmz5+f/gGGnguHrsWmNxM5dCE2vRkOXQtDzyVixuEjS7u1sKeZ8alPfYpDDjmEESNGMGLECPLz84lGo0SjUQoKChg+fDjFxcWUlpbyiU98gtLSUsaNG9eDf53cNmTIEGbO7P5zQM8555z0GsbPHdOboeSDwdf4ueupr3zlKxQUFHRrm5KSEv7hH/6hx8fMVZdd1rNh5Z/73OfSatfZY8g+Pn4Sx5SO2aftMaVj+Ni45NUT9zd7dvdXWxg1ahTDhw/v9na9zcJym8vMPgg8CxS7e3O8bAHwKDC4qzFt5eXlXlFRkZlARVJwd5pv/S/8rU0dZTZlPPkXn8Olzz3B8h3vdpQfUzqGW084pd+OfxER6a6Wh5/a74kIb9Xs5vNP/jcxdyJm3PeRT3Lo0OFZjbO3mNkydy9PLg9TT9vfgWaCJT/azQeW5cokBJHOdPZpMRKJ8I0j53b00kTMuPKouUrYREQS5J32YQou/zx5nzqpo2zKsOGcO3UGAOdNndFvErauhCZpc/d64G7gVjM7zszOAL4B3JzdyETS09lDqwfihUdEpDs6G8vdkzGlYRaa26MAZlYC/Br4NLAHuMHdbzjQdro9KrnCY45vrMQmjN3n4jPQHnosIiKd6+z2aJiW/Gjvbfu/8ZdI6FjEsEkH71fePphdRESkM6G5PSoiIiIykClpExEREQkBJW0iIiIiIaCkTURERCQElLSJiIiIhICSNhEREZEQCNU6bT1lZlXAhmzH0UdKgR3ZDkJ6TOcv3HT+wkvnLtz6+/mb6O77PTh9QCRt/ZmZVaRagE/CQecv3HT+wkvnLtwG6vnT7VERERGREFDSJiIiIhICStrCb3G2A5D3Recv3HT+wkvnLtwG5PnTmDYRERGREFBPm4iIiEgIKGnLIWY2xsxuNbPNZtZgZm+Y2ffNrDihjSe92szsXTO7x8yGJ7Rbb2b/a2aWdIwPx7fLy+CPNuCY2aT4v/PU+Ln4chdt3cx+m6L8S2a2uW8jlXQc6Pcmfq7czE5NUbfUzH7c91FKKgm/i4mvBjNbbmanJbRbambvJF5vk7afmvnopV3C71j7K2Zme8zsf8xsRkK7fn09VdKWI8zsEOAlYCbw+fjXK4HPAE+bWUlC87OBsfHXJOAfgVOBG5N2Ow/oNFmQPrWJ4Py8k2b7s83so30Yj2TGv5pZUbaDkJSO573r5mzgWeBBM5uS0GYScHXmQ5M0VfLeOTwE+CBQCPzJzBLzmX57PVXSljt+RfCH/qPuvtTd17v7w8AJBP85v5vQdpe7b4u/Nrn7Q8BNwJlJ+9wAXGtmpZn4AeQ97t4WPz9taW6yAbjFzAr7Mi7pUzXAKOA72Q5EUtqRcN18G/gG0AicntBmA/CNxJ4bySmxhHNY6e6rgG8DU4EjEtr12+upkrYcYGZjgDOAa929NbHO3XcDvwQuNLNoF7tpAlqTym4E9gLX9VqwkpYe3FL5LnAQ8K0+DEsOwMzGmdkfzazOzDaa2bVmVpDm5rUEvTTfNLNpfRimJEn1+2ZmPzCz57rYrP162ZRQdh+wArilD8KUJAnn7Yz4MJJaM7vBzA43s2Xx38OHzWxQF7tJdR777fVUSVtuOJbgXLzUSf2zwGjg0FSVZjYX+Brwh6SqeuCfgC+Z2Yd6J1TpI5XA94Bvm1nK8yx9Kz7+8yFgF8Hv5PnAacDPurGbXwOrCHrOJUeZ2WDgJ0AB8FhClQMXAyeZ2XnZiG2A+meCjov/x3t/y75JMOznJOCCVBvFhxVdA7wBrE2o6rfXUyVtuWFk/OuuTurby9tvc/4p/omk1syagUeBBwj+s+/D3ZcAjwC3avJBzvsV8Drwr9kOZIA6meCD0Zfd/XV3fxa4FLgMSOt3x91jBH/0TzGzs/ssUumJle3XTYI7EF8E/sHd30ps5O4rCJLvG8xsaBbiHIh+7O6vuPu9wE7gv9z9CXd/BlgKtN+uPjjhb18DsBkoAz6XYihKv7ye6o94btgZ/1pG8J8w2cHxr9Xxr/8IPE+QxF1P0C38XXdv6GT/lwOr41+X90bA0vvcvc3MLgaeN7Ozsh3PADQTGA7UJEy6NoLemInp7sTdXzazxcCNZvZobwcpPXY6sJGgN63W3bd30fZqgklgP2b/CV7S+95OeN9AMCYt8fv2sWnbCcZ5A8SAnfEhRPvpr9dT9bTlhpcJ7st39vDbucAO3vuPvdXd17n7C8BCgj8293S2c3dfT3Ar4AcEkxokR8XP6R0E4xi7GschvS8PeBM4KuF1JDCNYJJQd3wbyAd+2GvRSVdSrRKf3CmxMX7dfOsACRvuXkMwUeES4OheilE6lzweO9ZJu7b4OVzn7m93lrC164/XUyVtOcDddxDcw/9+8i1MMxtGcNvzzuRJCvFtdxL0oJ1mZud0cZjrga0Enxwlt30LKCb4oyGZ8wYwHqhu/8NA0Pv9M7p5rYz/Mfkm8BWCmW3St5rjXxNvZ76vsUzufh/wDOppC7t+dT1V0pY7vgoMBh4zs5PMbEJ8oc6nCT7ld/qJ3d0fAP4K/KKzWTbu3kwwPmdSbwcuaZltZp9Ieh2UqmE8Ef9ndK4y7TGC3uz7zOxIMzse+HeCT/2N8TYfSzqHp3S2M3e/m2AYg3q3+952guvkd8zsUDP7AvCpXtjvJbw3PEVCqL9dT5W05Qh330aw+OPfgbsJPvX/kmA224nuXn+AXVxOMMW504Uh3f0J4P5eCFe67wqCCSOJrxO6aH8n8Le+D0vaxQcynwG0ESRbfyKYuZ24QPWf2fcc/vEAu70EaOntWGVf8QkgFwJzCMbvnkcwq/D97vd14Ib3ux/Jun5zPdUD40VERERCQD1tIiIiIiGgpE1EREQkBJS0iYiIiISAkjYRERGREFDSJiIiIhICStpEREREQkBJm4iIiEgIKGkTERERCQElbSIiIiIh8P8By9Gwe0xeI1MAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10,5))\n", "plot_AL_activity_dur_pre_odors(df_AL_activity_long)\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3184e6c9", "metadata": {}, "source": [ "At very short odor presentations, the plot above will look very discrete, since only a handful of spikes can be observed in a given time window.\n", "\n", "Raster plot:" ] }, { "cell_type": "code", "execution_count": 17, "id": "70449dba", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(12,12))\n", "plot_sim_spikes2(sim, Spikes, df_AL_activity)\n", "plt.show()" ] } ], "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": "3.6.13" } }, "nbformat": 4, "nbformat_minor": 5 }