{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Measuring Synaptic Kinetics\n", "\n", "In this notebook we use the [Allen Institute synaptic physiology dataset](https://portal.brain-map.org/explore/connectivity/synaptic-physiology) to measure the kinetic properties of synaptic connections and the relationship to cell subclass.\n", "\n", "For an introduction to the Jupyter Notebook interface interface, try [Codeacademy: How To Use Jupyter Notebooks]( https://www.codecademy.com/articles/how-to-use-jupyter-notebooks) or [Jupyter Notebook Quick Start Guide](https://jupyter-notebook-beginner-guide.readthedocs.io/en/latest/what_is_jupyter.html).\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from aisynphys.database import SynphysDatabase\n", "from aisynphys.cell_class import CellClass" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Download and cache the sqlite file for the requested database\n", "# (for available versions, see SynphysDatabase.list_versions)\n", "db = SynphysDatabase.load_version('synphys_r1.0_2019-08-29_small.sqlite')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We are going to compare the strength of excitatory connectivity onto the three inhibitory cell subclassess -- Pvalb, Sst, and Vip.\n", "\n", "Begin by defining these subclasses:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "post_classes = {\n", " 'pvalb': CellClass(cre_type='pvalb'),\n", " 'sst': CellClass(cre_type='sst'),\n", " 'vip': CellClass(cre_type='vip'),\n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Query the database to get all excitatory synapses with a specific postsynaptic cre type. We also filter here for specific project names \"mouse V1 coarse matrix\" and \"mouse V1 pre production\" in order to exclude other experiment types." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pvalb: 90 synapses\n", "sst: 71 synapses\n", "vip: 24 synapses\n" ] } ], "source": [ "# query once for each postsynaptic type, building up a Pandas dataframe\n", "\n", "pairs = None\n", "for name, post_class in post_classes.items():\n", " pair_query = db.pair_query(\n", " project_name=[\"mouse V1 coarse matrix\", \"mouse V1 pre production\"],\n", " post_class=post_class,\n", " synapse=True,\n", " synapse_type='ex',\n", " )\n", " pair_query = pair_query.add_columns(\n", " db.Synapse.latency,\n", " db.Synapse.psc_rise_time,\n", " db.Synapse.psc_decay_tau,\n", " db.Synapse.psp_amplitude,\n", " )\n", " df = pair_query.dataframe()\n", " df['post_class'] = name\n", " if pairs is None:\n", " pairs = df\n", " else:\n", " pairs = pairs.append(df)\n", " print(\"%s: %d synapses\" % (name, len(df)))" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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idexperiment_idpre_cell_idpost_cell_idhas_synapsehas_electricalcrosstalk_artifactn_ex_test_spikesn_in_test_spikesdistancemetalatencypsc_rise_timepsc_decay_taupsp_amplitudepost_class
043122123573757370TrueFalseNone1200.000058NoneNaNNaNNaNNaNpvalb
144106126475467550TrueFalseNone484600.000052None0.0009370.0005470.0013530.000436pvalb
244111126475477550TrueFalseNone196600.000085NoneNaNNaNNaNNaNpvalb
344116126475487550TrueFalseNone648600.000110NoneNaNNaNNaNNaNpvalb
444412127976177621TrueFalseNone4804800.000226None0.000395NaNNaN0.000101pvalb
\n", "
" ], "text/plain": [ " id experiment_id pre_cell_id post_cell_id has_synapse \\\n", "0 43122 1235 7375 7370 True \n", "1 44106 1264 7546 7550 True \n", "2 44111 1264 7547 7550 True \n", "3 44116 1264 7548 7550 True \n", "4 44412 1279 7617 7621 True \n", "\n", " has_electrical crosstalk_artifact n_ex_test_spikes n_in_test_spikes \\\n", "0 False None 12 0 \n", "1 False None 484 60 \n", "2 False None 196 60 \n", "3 False None 648 60 \n", "4 False None 480 480 \n", "\n", " distance meta latency psc_rise_time psc_decay_tau psp_amplitude \\\n", "0 0.000058 None NaN NaN NaN NaN \n", "1 0.000052 None 0.000937 0.000547 0.001353 0.000436 \n", "2 0.000085 None NaN NaN NaN NaN \n", "3 0.000110 None NaN NaN NaN NaN \n", "4 0.000226 None 0.000395 NaN NaN 0.000101 \n", "\n", " post_class \n", "0 pvalb \n", "1 pvalb \n", "2 pvalb \n", "3 pvalb \n", "4 pvalb " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# we now have all synapses loaded into one dataframe:\n", "pairs.head()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "%matplotlib inline\n", "\n", "limits = {\n", " 'latency': (0.3e-3, 5e-3),\n", " 'psc_rise_time': (0.3e-3, 5e-3),\n", " 'psc_decay_tau': (0.3e-3, 5e-3),\n", " 'psp_amplitude': (10e-6, 5e-3),\n", "}\n", "units = ['ms', 'ms', 'ms', 'mV']\n", "ticks = {\n", " 'ms': 0.5e-3 * 2**np.arange(4),\n", " 'mV': 20e-6 * 4**np.arange(4),\n", "}\n", "\n", "fig,ax = plt.subplots(len(limits), 1, figsize=(8, 2.5 * len(limits)))\n", "\n", "\n", "for i, (field, lim) in enumerate(limits.items()):\n", " # box and swarm plots\n", " ax[i].set_yscale('log')\n", " ax[i].set_ylim(*lim)\n", " sns.boxplot(x=\"post_class\", y=field, data=pairs, ax=ax[i], palette='pastel', width=0.8, linewidth=1)\n", " sns.swarmplot(x=\"post_class\", y=field, data=pairs, ax=ax[i], size=5, color=(0, 0, 0, 0.5))\n", " \n", " # clean up labels / ticks\n", " if i == len(limits)-1:\n", " ax[i].set_xlabel('postsynaptic class', size=14)\n", " else:\n", " ax[i].set_xlabel('')\n", " ax[i].set_ylabel(field.replace('_', ' ') + ' (%s)'%units[i], size=12)\n", " ax[i].set_yticks(ticks[units[i]])\n", " ax[i].set_yticklabels(['%0.2f' % (x*1000) for x in ticks[units[i]]])\n", " ax[i].set_yticklabels([], minor=True)\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig,ax = plt.subplots()\n", "\n", "x_field = 'psc_rise_time'\n", "y_field = 'psc_decay_tau'\n", "ax.set_xlim(limits[x_field])\n", "ax.set_ylim(limits[y_field])\n", "ax.set_yscale('log')\n", "ax.set_xscale('log')\n", "\n", "sns.scatterplot(x=x_field, y=y_field, hue=\"post_class\", size=\"psp_amplitude\", data=pairs, ax=ax)\n", "ax.legend(loc=\"upper right\", bbox_to_anchor=(1.5, 1))" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "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": "3.7.2" } }, "nbformat": 4, "nbformat_minor": 2 }