{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Measuring Synaptic Short Term Plasticity\n",
"\n",
"In this notebook we use the [Allen Institute synaptic physiology dataset](https://portal.brain-map.org/explore/connectivity/synaptic-physiology) to measure short term plasticity and its 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",
"import scipy.stats\n",
"from aisynphys.database import SynphysDatabase\n",
"from aisynphys.cell_class import CellClass, classify_pair_dataframe"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 1. Load the data\n",
"\n",
"First, load up the \"small\" database from release 1.0 and query all cell `pairs` for mouse projects."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"loaded 1805 synapses\n"
]
}
],
"source": [
"# Download and cache the sqlite file for the requested database\n",
"# (for available versions, see SynphysDatabase.list_versions)\n",
"db = SynphysDatabase.load_current('small')\n",
"\n",
"# Load all synapses associated with mouse multipatch experiments\n",
"pairs = db.pair_query(\n",
" experiment_type='standard multipatch',\n",
" species='mouse',\n",
" synapse=True,\n",
" preload=['cell', 'synapse'],\n",
").dataframe()\n",
"\n",
"print(\"loaded %d synapses\" % len(pairs))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 2. Classify cells\n",
"\n",
"We will pick four simple class defintions for this analysis:"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"cell_classes = {\n",
" 'pyr': CellClass(cell_class='ex', name='pyr'),\n",
" 'pvalb': CellClass(cre_type='pvalb', name='pvalb'),\n",
" 'sst': CellClass(cre_type='sst', name='sst'),\n",
" 'vip': CellClass(cre_type='vip', name='vip'),\n",
"} "
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"# add new columns to the dataframe that apply the classification defined above\n",
"classify_pair_dataframe(cell_classes, pairs, col_names=('pre_class', 'post_class'))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 3. Calculate average STP metric for each pre/post pairing"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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" \n",
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" sst | \n",
" vip | \n",
"
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" \n",
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"text/plain": [
"post_class pyr pvalb sst vip\n",
"pre_class \n",
"pyr -0.336121 -0.236252 0.153188 -0.054481\n",
"pvalb -0.498625 -0.475758 -0.347782 -0.263452\n",
"sst -0.125576 -0.133408 -0.168907 0.288444\n",
"vip -0.163041 -0.103669 0.045582 -0.012254"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"stp = pairs.pivot_table('dynamics.stp_induction_50hz', 'pre_class', 'post_class', aggfunc=np.mean)\n",
"\n",
"# sort rows/cols into the expected order\n",
"order = list(cell_classes)\n",
"stp = stp[order].loc[order]\n",
"\n",
"stp"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"import matplotlib.pyplot as plt\n",
"import seaborn as sns\n",
"%matplotlib inline\n",
"\n",
"fig,ax = plt.subplots(figsize=(8, 6))\n",
"\n",
"hm = sns.heatmap(stp, cmap='coolwarm', vmin=-0.4, vmax=0.4, square=True, ax=ax,\n",
" cbar_kws={\"ticks\":[-0.3, 0, 0.3], 'label': '<-- depressing facilitating -->'})\n",
"\n",
"fig.suptitle(\"50 Hz Train-induced STP\", fontsize=16)\n",
"hm.set_xlabel(\"postsynaptic\", fontsize=14)\n",
"hm.set_ylabel(\"presynaptic\", fontsize=14);\n",
"hm.figure.axes[-1].yaxis.label.set_size(14)\n",
"hm.tick_params(labelsize=12)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Alternatively, we can calculate the average resting state variance for each pairing"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" post_class | \n",
" pyr | \n",
" pvalb | \n",
" sst | \n",
" vip | \n",
"
\n",
" \n",
" pre_class | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" pyr | \n",
" -0.339417 | \n",
" 0.490162 | \n",
" 1.822031 | \n",
" 1.548100 | \n",
"
\n",
" \n",
" pvalb | \n",
" -0.833936 | \n",
" -0.919017 | \n",
" -0.719812 | \n",
" -0.142069 | \n",
"
\n",
" \n",
" sst | \n",
" -0.230243 | \n",
" -0.159587 | \n",
" 0.125349 | \n",
" 0.076180 | \n",
"
\n",
" \n",
" vip | \n",
" 0.539063 | \n",
" 0.579907 | \n",
" 0.502864 | \n",
" 0.271833 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"post_class pyr pvalb sst vip\n",
"pre_class \n",
"pyr -0.339417 0.490162 1.822031 1.548100\n",
"pvalb -0.833936 -0.919017 -0.719812 -0.142069\n",
"sst -0.230243 -0.159587 0.125349 0.076180\n",
"vip 0.539063 0.579907 0.502864 0.271833"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"var = pairs.pivot_table('dynamics.variability_resting_state', 'pre_class', 'post_class', aggfunc=np.mean)\n",
"\n",
"# sort rows/cols into the expected order\n",
"order = list(cell_classes)\n",
"var = var[order].loc[order]\n",
"\n",
"var"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
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