septum-mec/actions/longitudinal-comparisons-gr.../data/20_longitudinal_comparisons...

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2019-10-16 05:30:40 +00:00
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"09:05:14 [I] klustakwik KlustaKwik2 version 0.2.6\n",
"/home/mikkel/.virtualenvs/expipe/lib/python3.6/importlib/_bootstrap.py:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n",
" return f(*args, **kwds)\n",
"/home/mikkel/.virtualenvs/expipe/lib/python3.6/importlib/_bootstrap.py:219: RuntimeWarning: numpy.ufunc size changed, may indicate binary incompatibility. Expected 192 from C header, got 216 from PyObject\n",
" return f(*args, **kwds)\n"
]
}
],
"source": [
"import os\n",
"import pathlib\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib import colors\n",
"import seaborn as sns\n",
"import re\n",
"import shutil\n",
"import pandas as pd\n",
"import scipy.stats\n",
"\n",
"import exdir\n",
"import expipe\n",
"from distutils.dir_util import copy_tree\n",
"import septum_mec\n",
"import spatial_maps as sp\n",
"import head_direction.head as head\n",
"import septum_mec.analysis.data_processing as dp\n",
"import septum_mec.analysis.registration\n",
"from septum_mec.analysis.plotting import violinplot\n",
"\n",
"from spike_statistics.core import permutation_resampling\n",
"\n",
"from tqdm import tqdm_notebook as tqdm\n",
"from tqdm._tqdm_notebook import tqdm_notebook\n",
"tqdm_notebook.pandas()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"project_path = dp.project_path()\n",
"project = expipe.get_project(project_path)\n",
"actions = project.actions\n",
"\n",
"output_path = pathlib.Path(\"output\") / \"longitudinal-comparisons-gridcells\"\n",
"(output_path / \"statistics\").mkdir(exist_ok=True, parents=True)\n",
"(output_path / \"figures\").mkdir(exist_ok=True, parents=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load cell statistics and shuffling quantiles"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>action</th>\n",
" <th>baseline</th>\n",
" <th>entity</th>\n",
" <th>frequency</th>\n",
" <th>i</th>\n",
" <th>ii</th>\n",
" <th>session</th>\n",
" <th>stim_location</th>\n",
" <th>stimulated</th>\n",
" <th>tag</th>\n",
" <th>...</th>\n",
" <th>burst_event_ratio</th>\n",
" <th>bursty_spike_ratio</th>\n",
" <th>gridness</th>\n",
" <th>border_score</th>\n",
" <th>information_rate</th>\n",
" <th>information_specificity</th>\n",
" <th>head_mean_ang</th>\n",
" <th>head_mean_vec_len</th>\n",
" <th>spacing</th>\n",
" <th>orientation</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
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" <td>1849-060319-3</td>\n",
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" <td>False</td>\n",
" <td>True</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
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" <td>0.397921</td>\n",
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" <td>False</td>\n",
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" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>0.146481</td>\n",
" <td>0.277121</td>\n",
" <td>-0.615405</td>\n",
" <td>0.311180</td>\n",
" <td>0.191375</td>\n",
" <td>0.032266</td>\n",
" <td>1.821598</td>\n",
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" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>0.373466</td>\n",
" <td>0.658748</td>\n",
" <td>-0.527711</td>\n",
" <td>0.131660</td>\n",
" <td>3.833587</td>\n",
" <td>0.336590</td>\n",
" <td>4.407614</td>\n",
" <td>0.121115</td>\n",
" <td>0.542877</td>\n",
" <td>27.758541</td>\n",
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" <tr>\n",
" <th>3</th>\n",
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" <td>1849</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>True</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>0.097464</td>\n",
" <td>0.196189</td>\n",
" <td>-0.641543</td>\n",
" <td>0.274989</td>\n",
" <td>0.153740</td>\n",
" <td>0.068626</td>\n",
" <td>6.128601</td>\n",
" <td>0.099223</td>\n",
" <td>0.484916</td>\n",
" <td>11.309932</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>1849-060319-3</td>\n",
" <td>True</td>\n",
" <td>1849</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>True</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>0.248036</td>\n",
" <td>0.461250</td>\n",
" <td>-0.085292</td>\n",
" <td>0.198676</td>\n",
" <td>0.526720</td>\n",
" <td>0.033667</td>\n",
" <td>1.602362</td>\n",
" <td>0.051825</td>\n",
" <td>0.646571</td>\n",
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"text/plain": [
" action baseline entity frequency i ii session \\\n",
"0 1849-060319-3 True 1849 NaN False True 3 \n",
"1 1849-060319-3 True 1849 NaN False True 3 \n",
"2 1849-060319-3 True 1849 NaN False True 3 \n",
"3 1849-060319-3 True 1849 NaN False True 3 \n",
"4 1849-060319-3 True 1849 NaN False True 3 \n",
"\n",
" stim_location stimulated tag ... burst_event_ratio \\\n",
"0 NaN False baseline ii ... 0.397921 \n",
"1 NaN False baseline ii ... 0.146481 \n",
"2 NaN False baseline ii ... 0.373466 \n",
"3 NaN False baseline ii ... 0.097464 \n",
"4 NaN False baseline ii ... 0.248036 \n",
"\n",
" bursty_spike_ratio gridness border_score information_rate \\\n",
"0 0.676486 -0.459487 0.078474 0.965845 \n",
"1 0.277121 -0.615405 0.311180 0.191375 \n",
"2 0.658748 -0.527711 0.131660 3.833587 \n",
"3 0.196189 -0.641543 0.274989 0.153740 \n",
"4 0.461250 -0.085292 0.198676 0.526720 \n",
"\n",
" information_specificity head_mean_ang head_mean_vec_len spacing \\\n",
"0 0.309723 5.788704 0.043321 0.624971 \n",
"1 0.032266 1.821598 0.014624 0.753333 \n",
"2 0.336590 4.407614 0.121115 0.542877 \n",
"3 0.068626 6.128601 0.099223 0.484916 \n",
"4 0.033667 1.602362 0.051825 0.646571 \n",
"\n",
" orientation \n",
"0 22.067900 \n",
"1 0.000000 \n",
"2 27.758541 \n",
"3 11.309932 \n",
"4 0.000000 \n",
"\n",
"[5 rows x 34 columns]"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"statistics_action = actions['calculate-statistics']\n",
"identification_action = actions['identify-neurons']\n",
"sessions = pd.read_csv(identification_action.data_path('sessions'))\n",
"units = pd.read_csv(identification_action.data_path('units'))\n",
"session_units = pd.merge(sessions, units, on='action')\n",
"statistics_results = pd.read_csv(statistics_action.data_path('results'))\n",
"statistics = pd.merge(session_units, statistics_results, how='left')\n",
"statistics.head()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"stim_response_action = actions['stimulus-response']\n",
"stim_response_results = pd.read_csv(stim_response_action.data_path('results'))"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"statistics = pd.merge(statistics, stim_response_results, how='left')"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"N cells: 1298\n"
]
}
],
"source": [
"print('N cells:',statistics.shape[0])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
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" <th>border_score</th>\n",
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" <th>head_mean_ang</th>\n",
" <th>head_mean_vec_len</th>\n",
" <th>information_rate</th>\n",
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" <td>0.266865</td>\n",
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" <td>0.182843</td>\n",
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" <td>0.090786</td>\n",
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" <td>223.0</td>\n",
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" <tr>\n",
" <th>4</th>\n",
" <td>0.325842</td>\n",
" <td>0.180495</td>\n",
" <td>5.262721</td>\n",
" <td>0.103584</td>\n",
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" <td>0.094041</td>\n",
" <td>1833-010719-1</td>\n",
" <td>0.0</td>\n",
" <td>225.0</td>\n",
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"text/plain": [
" border_score gridness head_mean_ang head_mean_vec_len information_rate \\\n",
"0 0.348023 0.275109 3.012689 0.086792 0.707197 \n",
"1 0.362380 0.166475 3.133138 0.037271 0.482486 \n",
"2 0.367498 0.266865 5.586395 0.182843 0.271188 \n",
"3 0.331942 0.312155 5.955767 0.090786 0.354018 \n",
"4 0.325842 0.180495 5.262721 0.103584 0.210427 \n",
"\n",
" speed_score action channel_group unit_name \n",
"0 0.149071 1833-010719-1 0.0 127.0 \n",
"1 0.132212 1833-010719-1 0.0 161.0 \n",
"2 0.062821 1833-010719-1 0.0 191.0 \n",
"3 0.052009 1833-010719-1 0.0 223.0 \n",
"4 0.094041 1833-010719-1 0.0 225.0 "
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"shuffling = actions['shuffling']\n",
"quantiles_95 = pd.read_csv(shuffling.data_path('quantiles_95'))\n",
"quantiles_95.head()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
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" <th>gridness_threshold</th>\n",
" <th>head_mean_ang_threshold</th>\n",
" <th>head_mean_vec_len_threshold</th>\n",
" <th>information_rate_threshold</th>\n",
" <th>speed_score_threshold</th>\n",
" <th>specificity</th>\n",
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" <td>0.332548</td>\n",
" <td>0.229073</td>\n",
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" <td>0.354830</td>\n",
" <td>0.089333</td>\n",
" <td>6.120055</td>\n",
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" <td>0.052594</td>\n",
" <td>0.097485</td>\n",
" </tr>\n",
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" <td>1849-060319-3</td>\n",
" <td>True</td>\n",
" <td>1849</td>\n",
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" <td>False</td>\n",
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" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
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" <td>0.264610</td>\n",
" <td>-0.121081</td>\n",
" <td>5.759406</td>\n",
" <td>0.150827</td>\n",
" <td>4.964984</td>\n",
" <td>0.027120</td>\n",
" <td>0.393687</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>1849-060319-3</td>\n",
" <td>True</td>\n",
" <td>1849</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>True</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>0.344280</td>\n",
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" <td>1849-060319-3</td>\n",
" <td>True</td>\n",
" <td>1849</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>True</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>False</td>\n",
" <td>baseline ii</td>\n",
" <td>...</td>\n",
" <td>NaN</td>\n",
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" <td>NaN</td>\n",
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],
"text/plain": [
" action baseline entity frequency i ii session \\\n",
"0 1849-060319-3 True 1849 NaN False True 3 \n",
"1 1849-060319-3 True 1849 NaN False True 3 \n",
"2 1849-060319-3 True 1849 NaN False True 3 \n",
"3 1849-060319-3 True 1849 NaN False True 3 \n",
"4 1849-060319-3 True 1849 NaN False True 3 \n",
"\n",
" stim_location stimulated tag ... p_e_peak t_i_peak p_i_peak \\\n",
"0 NaN False baseline ii ... NaN NaN NaN \n",
"1 NaN False baseline ii ... NaN NaN NaN \n",
"2 NaN False baseline ii ... NaN NaN NaN \n",
"3 NaN False baseline ii ... NaN NaN NaN \n",
"4 NaN False baseline ii ... NaN NaN NaN \n",
"\n",
" border_score_threshold gridness_threshold head_mean_ang_threshold \\\n",
"0 0.332548 0.229073 6.029431 \n",
"1 0.354830 0.089333 6.120055 \n",
"2 0.264610 -0.121081 5.759406 \n",
"3 0.344280 0.215829 6.033364 \n",
"4 0.342799 0.218967 5.768170 \n",
"\n",
" head_mean_vec_len_threshold information_rate_threshold \\\n",
"0 0.205362 1.115825 \n",
"1 0.073566 0.223237 \n",
"2 0.150827 4.964984 \n",
"3 0.110495 0.239996 \n",
"4 0.054762 0.524990 \n",
"\n",
" speed_score_threshold specificity \n",
"0 0.066736 0.445206 \n",
"1 0.052594 0.097485 \n",
"2 0.027120 0.393687 \n",
"3 0.054074 0.262612 \n",
"4 0.144702 0.133677 \n",
"\n",
"[5 rows x 45 columns]"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"action_columns = ['action', 'channel_group', 'unit_name']\n",
"data = pd.merge(statistics, quantiles_95, on=action_columns, suffixes=(\"\", \"_threshold\"))\n",
"\n",
"data['specificity'] = np.log10(data['in_field_mean_rate'] / data['out_field_mean_rate'])\n",
"\n",
"data.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Statistics about all cell-sessions"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"stimulated\n",
"False 624\n",
"True 674\n",
"Name: action, dtype: int64"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data.groupby('stimulated').count()['action']"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"data['date'] = data.apply(lambda row: row.action.split('-')[1], axis=1)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Find all cells with gridness above threshold"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Number of gridcells 226\n",
"Number of animals 4\n"
]
}
],
"source": [
"query = 'gridness > gridness_threshold and information_rate > information_rate_threshold'\n",
"sessions_above_threshold = data.query(query)\n",
"print(\"Number of gridcells\", len(sessions_above_threshold))\n",
"print(\"Number of animals\", len(sessions_above_threshold.groupby(['entity'])))"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"columns = [\n",
" 'average_rate', 'gridness', 'sparsity', 'selectivity', 'information_specificity',\n",
" 'max_rate', 'information_rate', 'interspike_interval_cv', \n",
" 'in_field_mean_rate', 'out_field_mean_rate', \n",
" 'burst_event_ratio', 'specificity', 'speed_score'\n",
"]"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"once_a_gridcell = data[data.unit_id.isin(sessions_above_threshold.unit_id)]"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Number of gridcells in baseline i sessions 83\n",
"Number of gridcells in stimulated 11Hz ms sessions 72\n",
"Number of gridcells in baseline ii sessions 73\n",
"Number of gridcells in stimulated 30Hz ms sessions 58\n"
]
}
],
"source": [
"baseline_i = once_a_gridcell.query('baseline and i')\n",
"stimulated_11 = once_a_gridcell.query('stimulated and frequency==11 and stim_location==\"ms\" and i')\n",
"\n",
"baseline_ii = once_a_gridcell.query('baseline and ii')\n",
"stimulated_30 = once_a_gridcell.query('stimulated and frequency==30 and stim_location==\"ms\" and ii')\n",
"\n",
"print(\"Number of gridcells in baseline i sessions\", len(baseline_i))\n",
"print(\"Number of gridcells in stimulated 11Hz ms sessions\", len(stimulated_11))\n",
"\n",
"print(\"Number of gridcells in baseline ii sessions\", len(baseline_ii))\n",
"print(\"Number of gridcells in stimulated 30Hz ms sessions\", len(stimulated_30))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Plotting\n",
"## TODO select units that are grid in baseline i"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"max_speed = 1, # m/s only used for speed score\n",
"min_speed = 0.02, # m/s only used for speed score\n",
"position_sampling_rate = 100 # for interpolation\n",
"position_low_pass_frequency = 6 # for low pass filtering of position\n",
"\n",
"box_size = [1.0, 1.0]\n",
"bin_size = 0.02\n",
"smoothing_low = 0.03\n",
"smoothing_high = 0.06"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"data_loader = dp.Data(\n",
" position_sampling_rate=position_sampling_rate, \n",
" position_low_pass_frequency=position_low_pass_frequency,\n",
" box_size=box_size, bin_size=bin_size\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"neuron_ids = once_a_gridcell.unit_id.unique()"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"results_corr = [[], [], []]\n",
"results_gridness = [[], [], []]\n",
"results_unit_name = [[], [], []]\n",
"results_unit_id = [[], [], []]\n",
"results_id_map = {}\n",
"nuid = 0\n",
"for nid in neuron_ids:\n",
" unit_sessions = once_a_gridcell.query(f'unit_id==\"{nid}\"')\n",
" base_i = unit_sessions.query(\"baseline and i\")\n",
" base_ii = unit_sessions.query(\"baseline and ii\")\n",
" base = unit_sessions.query(\"baseline\")\n",
" stim_i = unit_sessions.query(\"stimulated and i\")\n",
" stim_ii = unit_sessions.query(\"stimulated and ii\")\n",
" dfs = [(base_i, base_ii), (base_i, stim_i), (base_ii, stim_ii)]\n",
" for i, pair in enumerate(dfs):\n",
" for (_, row_1), (_, row_2) in zip(pair[0].iterrows(), pair[1].iterrows()):\n",
" rate_map_1 = data_loader.rate_map(\n",
" row_1['action'], row_1['channel_group'], row_1['unit_name'], smoothing_low)\n",
" rate_map_2 = data_loader.rate_map(\n",
" row_2['action'], row_2['channel_group'], row_2['unit_name'], smoothing_low)\n",
" results_corr[i].append(np.corrcoef(rate_map_1.ravel(), rate_map_2.ravel())[0,1])\n",
" results_gridness[i].append((row_1.gridness, row_2.gridness))\n",
" results_unit_name[i].append((\n",
" f'{row_1.action}_{row_1.channel_group}_{row_1.unit_name}', \n",
" f'{row_2.action}_{row_2.channel_group}_{row_2.unit_name}'))\n",
" assert row_1.unit_id == row_2.unit_id\n",
" uid = row_2.unit_id\n",
" if uid not in results_id_map:\n",
" nuid += 1\n",
" results_id_map[uid] = nuid\n",
" results_unit_id[i].append(results_id_map[uid])"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/mikkel/.virtualenvs/expipe/lib/python3.6/site-packages/ipykernel_launcher.py:14: 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: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" \n"
]
}
],
"source": [
"def session_id(row):\n",
" if row.baseline and row.i:\n",
" n = 0\n",
" elif row.stimulated and row.i:\n",
" n = 1\n",
" elif row.baseline and row.ii:\n",
" n = 2\n",
" elif row.stimulated and row.ii:\n",
" n = 3\n",
" else:\n",
" raise ValueError('what')\n",
" return n\n",
" \n",
"once_a_gridcell['session_id'] = once_a_gridcell.apply(session_id, axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"plt.rc('axes', titlesize=12)\n",
"plt.rcParams.update({\n",
" 'font.size': 12, \n",
" 'figure.figsize': (6, 4), \n",
" 'figure.dpi': 150\n",
"})"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {},
"outputs": [],
"source": [
"# exclude = [i for i, n in results_id_map.items() if n in [25,41]]\n",
"exclude = [\n",
" '751d2de8-faf1-4048-82db-34cbd64a7c1d',\n",
" '9f6eb181-321a-4ef7-8e2d-870bac6ceb37'\n",
"]"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
"output_type": "display_data"
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
"output_type": "display_data"
},
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"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
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},
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},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
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},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x3000 with 20 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x2400 with 16 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAABJgAAAJPCAYAAAAwv24dAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAXEQAAFxEByibzPwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvnQurowAAIABJREFUeJzs3XmcZFdB9vGnqnqb7p59JslkskwS4gHZIwi8giGEl0UMi8gmi4ACgoABRRTZRJE9RGQVEGQLIIIsgkBYJSzxlTUCBxOykWWS2aen96p+/zi36Zo6T3ff7lvd6SS/7+czn546fe+tc7dTt0/d+5zazMyMAAAAAAAAgOWq39QVAAAAAAAAwM0bHUwAAAAAAACohA4mAAAAAAAAVEIHEwAAAAAAACqhgwkAAAAAAACV0MEEAAAAAACASuhgAgAAAAAAQCV0MAEAAAAAAKASOpgAAAAAAABQCR1MAAAAAAAAqIQOJgAAAAAAAFRCBxMAAAAAAAAqoYMJAAAAAAAAldDBBAAAAAAAgEp6buoKAACAtSeE8FVJZxYvXxxjfGXJ+d4s6Y+Ll6fEGK/ofu3ghBCOl/QsSQ+UdBtJQ5L2SfqepA9L+mCMcXqRZdxF0nMlnSVph6RxST8q5n9XjHFixVYAAADcrHEHEwAAWMxLQgi3u6krgfmFEB4tKUr6K0l3k7RJUq+kYyU9SNJ7JX0zhLBzgWW8XNJ3JT1F0i5J/ZI2Srq3pDdL+n4I4ZSVWgcAAHDzRgcTAABYTL+kd4cQuG5Yg0IIZ0v6kKRhpTuOzpP0AEn3kPQ4SV8vJr27pM+GEAbNMl4i6WWSapKmJP29pPsrdS69SNJ+SbeV9K0QwqkruT4AAODmiUfkAABAGfdSenTq/Ju6IpgTQqgp3V3UUOpcOivG+O22SS4OIXxE0lsl/ZGkO0k6V9LftS0jSHp58XJM0oNijF9vW8ZFIYSPSvqGpOMkvUnSb6/ICgEAgJstvokEAAALaUmaze15JXevrDn3UrqzSJLe1NG5JEmKMc5Iep6kG4qiJ3VM8seauyZ8UUfn0uwyLlPqmJKkh4QQzuycBgAA3LrRwQQAABYyJel1xf8HJb3zJqwLcvdp+/+n5psoxjiudAeSlG5a6m/79f2Kn+OS3rHAe31M0kjx/8cssZ4AAOAWjkfkAADAYv5a0iOU7pS5XwjhaTHGSh1NRWj4syWdLekEpeyfqyV9RdI/xBh/PM98X1Ua3W4ixjiwwPIvkXR7SVfGGHd1/G6m+O/zJP270iNm91bqTLtU0l/EGC9sm36DpD+U9DBJd5C0XtJepdHZ/kXS+93obCGEXZIuL14+QqkD6MlKdxDdvljONZI+L+kNxV1CS3WxpFdJOr6o+0Jqbf8fkDQ7ItzJxc8fxhjH5ps5xtgMIURJv6Z05xQAAMAvcQcTAABYUDE0/R8qPS4nSa9baDSyxRSB0j+S9CxJQdKQ0t1RQSkn6EchhJcX+UIr6URJFykFYg8qjZh2hto6akIIZ0n6qaQ3SPpNSVuURmc7TtKDJf2TpO+FEE5b5L0GJV0o6d1KHWTblMLTT5X0TEn/E0L4raWuQIzxKzHGF8UYnxxj3D3fdCGEXkm/Ubw8GGM82PbrvuLn4RJvOVX8PH2pdQUAALdsdDABAIBFxRgvkvSW4uVGSW9fznJCCC+X9AqlUOofKnUo/R+lO4j+RNJlStcnLyv+raRzlTp6Xqv0qNmjJP1djPGKoq73UrrDaYekGUkfkPRQpdHZHivpC8Vy7iDpP0MIOxZ4rzdIOkvStyU9sVjGwyV9sfh9v6T3hhCGu7RunZ4q6Zji/5/v+N2e4ucJJZZzYvFzKISwvhsVAwAAtww8IgcAAMr6S0nnSNol6bdDCL8XY/xQ2ZlDCGdIeknx8v2SntrxaNlFIYR3S/qMpPtKemkI4aPzPS7XBXWlDqW/aiv7WFHXhtLdSeuU7tx6TIzxY23TXSzpIyGElyo9QrhDKb/oofO813FK6/zkGOPsnWAKIXxKaX1/S9J2SQ+R9JHqqzYnhHAbSa9uK3pDxyTfUXqEL4QQfnWBxxPvKqn9zrUhlbvrCQAA3ApwBxMAACglxnhE0tPbiv4+hLB9CYv4U6Vrj72S/sjlFhXv8VSlO4Zqkp6z/BqX8rZ5ys/R3Ohsb+voXPqlGOMrJH11dp4Qwq/Os7xxSee2dy4V88/o6OD0O5epdFkhhGOUOrA2FUXvijFe3DHZ+9v+/44QQpZtVYSCv6mjuLdrFQUAADd7dDABAIDSYoxflPSe4uU2Sf9QZr4iT+nBxcuLYoyjC7zH5ZJ+Urw8e5lVLeOaGOMv5vndA9v+v9DIapL01rb/P2ieaf47xrhvnt+1h3t37bGzEMJxkr6klG0lpVDy55pJ/03Sl4v/31vpTrIHhxCGQwiDIYT7S/pa8btr2uab7FZdAQDAzR+PyAEAgKV6vlJHyg5JjwkhXBBj/OQi8+yStLn4/0PbRnJbzCnLq2IpVy/wuzsUP0ckXbLIcr7d9v87zjPNFQvMP9L2/65cmxWh45+XNBs+HiU92I0SF2OcCSE8RtJnJd1dKej8s2ax75F0leaysY50o64AAOCWgTuYAADAksQYD0j647ait4UQNs03fWHbMt+uZwXDpA8t8Lutxc89xWNsC2kfvW3LPNOMzFMupccBZ1UeOa8IJ/+W5jqX/kfSWQuNMhdj3KM0St6LlXe8XSzp0THGp2ruUbsjMcaF1gkAANzKcAcTAABYshjjJ0II/6I08toOpeDoP1hglvZrjn9SyUfrCvM+TreAMl+iLdRxtJSOnkbb/1vzTrUKQgiPkvQ+SbM5St+R9JAY497F5o0xjkt6paRXhhB2Kj2ud22Msb0jbjaX6oquVRoAANwi0MEEAACW69mS7qd0t89TQwgfXmDa9vyhZozx+8t8z9lOocU6gDYuc/mzZuu7LYRQW+QupmPNfKsuhPAsSW/W3Lb5d6U7j5bcQRdjvKazrBhZ727Fy+XuPwAAcAvFI3IAAGBZYow3SHpeW9E/Kg1d7/xcc3ci3XOxZYcQXhhCeEYRMN1uduS5vqLDw827TtJSRrdzflj8HJZ0+0WmbV+fn1Z832UJITxT0ls017n0TkkPK9O5FEI4O4TwmhDCe4rR4ubzm5p7dPCLlSoMAABucehgAgAAyxZjfL+kzxUvd0l6/DzTTUn6SvHyjiGEe8+3zBDC/SS9WtLbJb2o49cH2v6/a55F3F9S70L1LuELbf9/xiLT/lHb/1e946XohHtzW9ErY4xPjzE2Sy7itpL+XNKTJd13geleWPwcURp5DgAA4JfoYAIAAFU9Q9Lh4v8Ldeyc1/b/94YQTuycIIRwjNKdULPe1DHJD9v+/xwz/7GSXrdgbcv5lKRLi/8/K4TwCDdRCOElks4sXn6pwqN/yxJC2CjpnzV3TffGGOOLl7iYT0qa7Yz62xBCtg9DCC+S9MC29zi4nPoCAIBbrltrBlPZoZEB3DxVHoUJQHkxxqtDCC+U9NZFpvtyCOFtkp6pNMLZD0II50v6WjHJ3SQ9X9LxxetPxBg775S5QNJLla5h/qQYYe7DksaVHlU7t5j/Ms2NoracdWqGEJ5Y1K1P0sdCCB+Q9C+SbpB0slKo+Wynyx5Jv7/c96vgOZrbXldI+lAI4S4l5vtxjHFSkmKMvwghvLVY1t0kfSuEcJ7SY407ldbzwcV8F0v6u+5VHwAA3FLcWjuYAABAd71d0mOVcnoW8hylzqBzJW2W9NfzTPdxSU/oLIwxXhpCOFfpzqa6pKcW/2a1lB6r2yrpT5dQ/0yM8dshhAdJ+ohSptOTin+dvivpMS4YexU8ve3/uyT9V8n5TtHRI8H9mVKn2UMl/ZqkD5p5vizpUcVocwAAAEfhETkAAFBZMcraH0oaW2S6Zozx+ZLuqtQp9VOlTJ8pSddI+ldJD4kxPjLGaJcVY3yLpLtL+oCkX0ialHSdpI9KuneM8VVdWan0Xl+RdBtJfyHpIqVR4iaVOmc+I+nRku4ZY7x0vmWslBDCNknZY4bLUdzN9HBJvyfpQkn
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
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},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
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},
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
"output_type": "display_data"
},
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"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
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},
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},
{
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"for unit_id, id_num in results_id_map.items():\n",
" sessions = once_a_gridcell.query(f'unit_id==\"{unit_id}\"')\n",
" n_action = sessions.date.nunique()\n",
" fig, axs = plt.subplots(n_action, 4, sharey=True, sharex=True, figsize=(8, n_action*4))\n",
" sns.despine(left=True, bottom=True)\n",
" fig.suptitle(f'Neuron {id_num}')\n",
" if n_action == 1:\n",
" axs = [axs]\n",
" waxs = None\n",
" for ax, (date, rows) in zip(axs, sessions.groupby('date')):\n",
" entity = rows.iloc[0].entity\n",
" ax[0].set_ylabel(f'{entity}-{date}')\n",
" for _, row in rows.iterrows():\n",
" action_id = row['action']\n",
" channel_id = row['channel_group']\n",
" unit_name = row['unit_name']\n",
" rate_map = data_loader.rate_map(action_id, channel_id, unit_name, smoothing_low)\n",
" idx = row.session_id\n",
" ax[idx].imshow(rate_map)\n",
" ax[idx].set_title(f'{row.gridness:.2f} {row.max_rate:.2f}')\n",
" ax[idx].set_yticklabels([])\n",
" ax[idx].set_xticklabels([])\n",
" plt.tight_layout()\n",
" fig.savefig(output_path / 'figures' / f'neuron_{id_num}_rate_map.png', bbox_inches='tight')\n",
" fig.savefig(output_path / 'figures' / f'neuron_{id_num}_rate_map.svg', bbox_inches='tight')\n",
" \n",
" # waveforms\n",
"# template = data_loader.template(action_id, channel_id, unit_name)\n",
"# if waxs is None:\n",
"# wfig, waxs = plt.subplots(1, template.data.shape[0], sharey=True, sharex=True)\n",
"# for i, wax in enumerate(waxs):\n",
"# wax.plot(template.data[i,:]) \n",
"# if i > 0:\n",
"# ax.set_yticklabels([])"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAABJgAAAqnCAYAAAD5R7mVAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAXEQAAFxEByibzPwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvnQurowAAIABJREFUeJzs3Xd4HNWh9/HvrqRVsS3bcje2XDCMTSehBUIogdBuLmkQkpDGhUDyBhLITYHQAoQUAqEEklzIBS6EEiCUUEIgGNOrccUe3CS5ybYsWVbXrnbfP3YlS7IlG6+xwP5+nkfP7uy0M7ur2ZnfnHMmkkqlkCRJkiRJkrZWtK8LIEmSJEmSpI82AyZJkiRJkiRlxYBJkiRJkiRJWTFgkiRJkiRJUlYMmCRJkiRJkpQVAyZJkiRJkiRlxYBJkiRJkiRJWTFgkiRJkiRJUlYMmCRJkiRJkpQVAyZJkiRJkiRlxYBJkiRJkiRJWTFgkiRJkiRJUlYMmCRJkiRJkpQVAyZJkiRJkiRlJbevCyBJkj58giB4HjgiM3hxGIa/3ML5/gD8v8zghDAMy7Z96bQpQRCMBr4HHAdMAvoB1cA7wH3AX8MwTPQy/23Af23h6vxsJUlSF9ZgkiRJm3NJEART+roQ6lkQBKcCIfBz4ABgEJAHjACOB+4AXgmCYJdeFrP/B1xMSZK0AzNgkiRJm5MP/CUIAo8bPoSCIPg0cA/QH2gGrgM+AxwMfAV4ITPpgcCTQRAUbWIZucCemcHbSIdNvf2t+IA2R5IkfUTZRE6SJG2JTwDnAdf3dUG0QRAEEeAPQA7pcOmoMAxf6zTJG0EQ3A/cApwD7AP8ELi626KmkA4SAZ4Nw3DGB1pwSZK0w/FKpCRJ6k0SaO+355dBEEzsy8JoI58AJmee39gtXAIgDMMUcD6wOvPSNzaxnP06PTdckiRJ75sBkyRJ6k0cuCbzvAi4tQ/Loo0d3un5Yz1NFIZhM/BSZjAIgiC/2yTt/S81AAu2XfEkSdLOwiZykiRpc34BfJ50TZmjgyA4KwzDrIKmTKfh3wc+DYwBIsBSYCpwUxiG7/Yw3/Ok727XEoZhQS/Ln0O6T6HyMAzHdxuXyjw9H3iCdBOzT5IO0xYCPwvD8NlO0xcDZwInA3sBA4C1pO/O9gBw16buzhYEwXhgSWbw86QDoG+RrkG0Z2Y5y4GngWvDMFzU0/b04g3gV8DoTNl7E+n0vABo6TTcXoNpZhiGya0ohyRJ2skZMEmSpF6FYdgSBMGZpDuLjgLXBEHwZBiGy7dmeUEQXAJcRrrfoC6jMn/fCYLgSuAXmeZdH5SxwMvAsE6vfYxOQU0QBEcBfwVGdZt3JHBC5u+CIAg+t5mAqAh4Fjiq2+sTge8CZwRB8IUwDJ98PxsQhuFU0qFcr4IgyAMOywzWhmFY222SfTOPM4Ig+E/gDOAQoASoIv0+3ZJZnyRJ0kZsIidJkjYrDMOXgZszgwOBP23NcoIguBy4gnS4NIt0x9OHkq5B9ANgEenjk8syfx+kHwJDgd+Sbmp2CnB1GIZlmbJ+gnQNp1FACrgb+E/Sd2c7DfhXZjl7AS8GQdA9hOrsWtLh0mvA1zPL+BzwTGZ8PnBHEAT9t9G2dXcGMDzz/OnOI4IgKCUdJAGcDjxKurbWCCCP9PZ/CXguCII/Z+44J0mS1IUHCJIkaUtdCHwWGA/8RxAEXw3D8J4tnTkIgo8Bl2QG7wLO6Na07OUgCP4CPA4cCVwaBMHfemoutw1ESQdKP+/02oOZsuYA/wsUku7o/MthGD7Yabo3gPuDILiUdBPCUcCfSQdQmzKS9DZ/q3MTtCAIHiO9vSeSrkl1EnB/9pu2QRAEk4Bfd3rp2m6T7N/peTEwk/Rd5+aQDr6OBM4FBgPfIR22nbMtyyhJkj76rMEkSZK2SBiGDaQDhnY3BEEwrKfpN+FHpI891gLnbKrfosw6ziAdYkRIBxsfpD/28Ppn2XB3tj92C5c6hGF4BfB8+zxBEOzRw/KagR92798o0wSwc39W+7INBUEwnHSANSjz0m1hGL7RbbLOd5D7C3BAGIb/E4bhK2EYTg3D8DLSIVR5ZpqzgyA4cluWU5IkffQZMEmSpC0WhuEzwO2ZwaHATVsyXxAEEdL9FQG8HIZhYy/rWALMywx+eiuLuiWWh2G4rIdxx3V6/ufNLOeWTs+P72Gat8MwrO5hXOe+mwZsZl1bLAiCkcC/SfdrBelOyc/bxKTXkA62PkvPwV856Y7O2/1wW5VTkiTtGGwiJ0mS3q8LSAcpo4AvB0FwbxiGj25mnvGkm1gB/GenO7ltzoStK+IWWdrLuL0yj/Wkm4r15rVOz/fuYZqyXuav7/R8mxybBUGwK+m+lnbNvBQCJ4Rh2NR92kzYNyvz16MwDJ8NgmAJ6c/k6CAIIh9wJ+ySJOkjxBpMkiTpfQnDcB3w/zq99McgCAb1NH3G0K1cXW4QBNusVk8363sZNyTzWLUFIcqqTs9LepimvofXId0csF1kM+varEzn5K+yIVyaCxwVhuGqnufaYjMzjwPYEBhKkiRZg0mSJL1/YRg+HATBA6TvvDaKdMfR/9XLLJ2POf6XLWxal9Fjc7pebMlFtN6Co/cT9OR0ep7scartIAiCU4D/AwoyL70OnBSG4dpttIrOn0VsGy1TkiTtAAyYJEnS1vo+cDTp2j5nBEFwXy/Tdu5/qC0Mwxlbuc72UGhzAdDArVx+u/byDt2CpmAjNjHfdhcEwfeAP7DhvXkCOLW3/q6CIIiS/gyHAc1hGD68mdUMzzy20YfbKkmSPnxsIidJkrZKGIargfM7vfQ/QL8eJl/Mhtovh2xu2UEQ/DQIgrODIDim26j2DqhjQRDkdJ8vM28h6cAkG+39EfUH9tzMtJ23Z36W690qQRB8F7iZDeHSrcDJvYVLAJm72j0I3APckumMvad15AMHZgZnhWHYmnXBJUnSDsOASZIkbbUwDO8CnsoMjge+1sN0cWBqZnDvIAg+2dMygyA4Gvg18Cfgom6j13V6Pr6HRRwD5PVW7i3wr07Pz97MtOd0ev5Mlut93zIh3B86vfTLMAy/E4Zh2xYu4oXM40jgM71MdwYbaob1VltNkiTthAyYJElSts4G6jLPewt2ruv0/I4gCMZ2nyAIguGka0K1u7HbJJ3vdHbuJuYfAVzTa2m3zGPAwszz7wVB8PlNTRQEwSXAEZnBf2fR9G+rBEEwELiTDcd0vw/D8OL3uZhbOj2/MQiCjTpkD4LgYOC3mcFKun5GkiRJ9sEkSZKyE4bh0iAIfkrXoGJT0z0XBMEfge+SvsPZzCAIrgemZSY5ALgAGJ0ZfjgMw0e6LeZe4FLSxzA/yNxh7j6gmXRTtR9m5l/Ehruobc02tQVB8PVM2WLAg0EQ3A08AKwGxpHu1Py4zCxVwDe3dn1ZOJcN71cZcE8QBPttwXzvtjdxC8Pwn0EQ3AN8FdgdeCcIgt8Cb5Ju8ngS6bsGxoA48K3MnQQlSZI6GDBJkqRt4U/AacCnNjPduaTDoB+Svs39L3qY7u/A6d1fDMNwYRAEPyRdsylKutnWGZ0mSZJuVjcE+NH7KP9GwjB8LQiC44H7Sffp9I3MX3fTgS+HYbg8m/Vtpe90ej6edCi0JSaQDqTanUH6vTsdGMPGNccg3an3t8MwfPp9l1KSJO3wbCInSZKylrnL2plA02amawvD8AJgf9Kh1HygnnTNmOXAQ8BJYRh+MQzDTS4rDMObSXc2fTewDGgFVgJ/Az4ZhuGvtslGpdc1FZgE/Ax4mXTI0ko6nHkcOBU4JAzDhT0t44OSacq2UTPDrRGGYUsYhl8HPk06UFtKejvXAe+QDgKnhGH42LZYnyRJ2vFEUqne7rorSZIkSZIk9c4aTJIkSZIkScqKAZMkSZIkSZKyYsAkSZIkSZKkrBgwSZIkSZIkKSsGTJIkSZIkScqKAZMkSZIkSZKyYsAkSZIkSZKkrBgwSZIkSZIkKSsGTJIkSZIkScqKAZMkSZIkSZKyYsAkSZIkSZKkrBgwSZIkSZIkKSsGTJIkSZIkScq
"text/plain": [
"<Figure size 1200x3000 with 20 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x2400 with 16 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAABJgAAAYXCAYAAAAkLcCUAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAXEQAAFxEByibzPwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvnQurowAAIABJREFUeJzs3Xl8XHW9//H3rNnT7GnaZmlKOF1oobSC3Moii6DA1Xu9l4so4O+KiOyLigsoKheURTZBrhuIyHKpVaBKAZXSUpbWttD9NGmafV+bTCaZZGZ+f8zkdCZr24ME29fz8eDRWb7nnO+ZKXm0736+n68jHA4LAAAAAAAAOFTOqZ4AAAAAAAAA/rkRMAEAAAAAAMAWAiYAAAAAAADYQsAEAAAAAAAAWwiYAAAAAAAAYAsBEwAAAAAAAGwhYAIAAAAAAIAtBEwAAAAAAACwhYAJAAAAAAAAthAwAQAAAAAAwBYCJgAAAAAAANhCwAQAAAAAAABbCJgAAAAAAABgCwETAAAAAAAAbHFP9QQAAMCHj2EYqyWdGn16i2ma/3OAx/1U0lXRp7NN06x6/2eHsRiGcZSk6yWdJalIUr+kvZJWSPq5aZoth3jeeyXdKEmmaTren9kCAIDDDRVMAABgMrcahjFvqieB8RmG8UVJWxUJ946WlCgpQ9JiST+UtN0wjE8dwnlPUiS0AgAAmBABEwAAmEyCpF8ZhsGfGz6EDMP4pKRfKxIq+SXdLukTks6WdKekAUk5kpYbhnH8QZw3IXpevncAADAplsgBAIADcZKkayXdP9UTwX7R0O+nkhySApJONk1zY8yQVwzDWCXpNUlJkn6kSPh0IL4vae77OF0AAHAY41+kAADAREKShqKP/8cwjNKpnAxGOV3S8Hfy0xHhkiTJNM01kv4UfXqWYRiZk53UMIylkr4Wfdr2fkwUAAAc3giYAADARAYl3R19nCzpF1M4F4xtpaQaSc9PMGZnzOPCiU5mGIZX0mOSXJKekvSO3QkCAIDDH0vkAADAZL4v6d8UWS51umEYXzZN01bQFG0afrWkMyTNUmSJV60iS7keMk1zxzjHrVZkd7sB0zQTJzj/NkkLJFWbplky4r1w9OENilT2/FTSxxQJ0yokfdM0zb/EjE+XdJmkT0s6RlKapHZJmyU9J+m3pmkOaQTDMEoU2cVNinx+L0j6oqRLonNLk1Qv6WVJ95qmuWe8+xlPdJ5/mXSgVBzzuHGSsbcqcp+tkq6T9PjBzgsAABx5qGACAAATMk1zQJGAJRR96W7DMGYe6vkMw7hVkR3PrpRkSEpRpDrKkHSFpK2GYdxmGIbD1sQnVyhpnSI9iZIlTZN0vCIh0/BcPy5pl6R7JZ0iKUuSR9J0ScPNtTcbhjFnkmslKxIE/UqRgCxHkebppZK+qkPc5e1AGIbxEUmfiT59zTTN1gnGLpb0zejTa03TZHkcAAA4IARMAABgUqZprpP0cPTpNEmPHsp5DMO4TdIPFFl+tUWRQOlfFKkguk7SHkX+fPK96H//SNcrEvTcJelkSf8p6Q7TNKuicz1JkQqnAklhSU9K+ldJJ0q6UNIr0fMcI2mtYRgFE1zrXkkfl/S2pIuj5/iMpFej7ydIetwwjFS7N2UYhsMwjDTDMI43DOM+Sauj5+9UpGpsvOM8iiyNc0t60TTNZ+zOBQAAHDlYIgcAAA7UtySdL6lE0nmGYVxkmuZTB3qwYRjHK7L8SpJ+K+m/RywtW2cYxq8U6Sl0mqTvGobxf+Mtl3sfOBUJlL4T89ry6FxdilQnJSlSufVfpmkujxm3XtKzhmF8V5ElhAWS/leRAGos0xW55y+apjlcCSbDMF5Q5H4/JSlX0rmSnrV5X5+PXivWOkmXmaa5a4LjviXpWEndilRVAQAAHDAqmAAAwAExTdMn6fKYlx4wDCP3IE5xkyJ/9miXdMVYfYui1/hvRSqGHJKuOfQZH5CfjfP6+Yr0nJKkn40Ilyymaf5AkQohSTrfMIz545yvX9L1seFS9Piw4hunH3sgk55E8RivLZR0zXg7yBmGsVDScND2ddM069+HeQAAgCMIARMAADhgpmm+qsgyKimyvOyhAzku2k/pk9Gn60zT7JvgGnu1f9ezMw5xqgei3jTNunHeOzvm8f9Ocp5HYh6fM86YjaZpdozzXmxz77RJrnUgXpd0liLL8C5WZFleuiI9r9YYhpEXO9gwDLci36lXkR5N7BQIAAAOGkvkAADAwbpRkSClQNJ/GYbxtGmaz09yTImk4eqZf43ZyW0ysw9tigekdoL3jon+2itp2yTneTvm8cJxxlRNcHxvzGPbfzYzTfONmKfrDcN4SpEqqf9W5L7uUWQnu2Ffl7REUp+kL9u9PgAAODJRwQQAAA6KaZpdkq6KeelnhmFkTHJYziFezm0YxvtR1TOWfRO8lx39tS26jG0izTGPs8YZ0zvO61JkOeCw933nvOiyvCslDS97+y/DMJIlyTCMedrfTP1W0zT3jHEKAACASVHBBAAADpppmn8wDOM5RXZeK1Bkl7QvTXBI7J85fq0DXFoXNe5yugkcyD+iTRQcHUzQ44p5HBp31BQyTXPAMIw/KdJDy6tIf6lNiiyNS1Ckwmq1YRjHjXF4+vCDmPcD/8Dm6wAA4J8QARMAADhUV0s6XZFqn/82DGOibe1j+w8FTdN89xCvORwKTRYATTvE8w8bnm+OYRiOSaqY8sc47gMRbdo9R9J00zRXTjK8PeaxN/rridFfSyRtPIBLbo7+Wh09BgAAQBJL5AAAwCEyTbNF0g0xL/1cUso4wyu1vxLpo5Od2zCMmw3D+IphGGeOeGt45zmvYRiukcdFj02SdDC7241lS/TXVEkLJhkbez+7bF73YP1W0gZJLxzAjn5zYh6P19wcAADgkFDBBAAADplpmr81DONziuwQVyLp8+OMGzQM4zVJ50paaBjGx0Y0o7YYhnG6pB9Fn74m6S8xb3fFPC5R/A5sw86U5DmI2xjLK5KuiD7+iqRrJhh7RczjV21e92CtVeQzdSjSxPvHYw0yDGN6dJwk7RrePc80zUmXAhqGsXL42AMZDwAAjkxUMAEAALu+Iqkn+niiYOcnMY8fNwyjcOQAwzDyFKmEGvbgiCFbYh6PCn0Mw8iXdPeEsz0wL0iqiD6+0jCMfxtrkGEYt0o6Nfr0rzaW/h2q30jyRR9/2zCMUbvYRZuk/5/2V5f9aOQYAAAAu6hgAgAAtpimWWsYxs2SHplk3N8Mw/iZpK8qslzrPcMw7pf0enTIUkk3SpoRff4H0zT/OOI0T0v6riJ/hrkuGp48I6lfkaVq10eP36P4JWEHe09BwzAujs7NK2m5YRhPSnpOUoukYkWamp8dPaRN0qWHej0b82wyDONrkn6mSDPu9dHPdLUiu+R9RJFljCXRQ56R9MQHPU8AAHD4I2ACAADvh0clXSjplEnGXaNIGHS9pExJ3x9n3ApJXxj5ommaFYZhXK9IZZNTkWVh/x0zJCTp24o0Hr/pIOY/immabxuGcY6kZxXp6XRJ9L+RNkn6L9M06+1c71CZpvmoYRgJilRuJUr6ZvS/kX4m6bpJGpYDAAAcEpbIAQAA26KhxWWS/JOMC5qmeaOkxYqEUrsk9UoalFQv6feSzjVN87OmaY55LtM0H1akMudJRZpVByQ1KrIM7GOmad75vtxU5FqvSTpKkcBmnSK7xAUkVUlaKekCSR81TbNivHN8EEzTfEDSMZIelmQq8j34FVnm9ytJS03TvNI0zcGpmyUAADicOcJh/hELAAAAAAAAh44KJgAAAAAAANhCwAQAAAAAAABbCJgAAAAAAABgCwETAAAAAAAAbCFgAgAAAAAAgC0ETAAAAAAAALCFgAkAAAAAAAC2EDABAAAAAADAFgImAAAAAAAA2ELABAAAAAAAAFsImAAAAAAAAGALARMAAAAAAABsIWACAAAAAACALQRMAAAAAAAAsIWACQAAAAAAALYQMAEAAAAAAMAWAiYAAAAAAADYQsAEAAAAAAAAWwiYAAAAAAAAYAsBEwAAAAAAAGwhYAI
"text/plain": [
"<Figure size 1200x1800 with 12 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1200x600 with 4 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 1200x1200 with 8 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from scipy.interpolate import interp1d\n",
"\n",
"\n",
"for unit_id, id_num in results_id_map.items():\n",
" sessions = once_a_gridcell.query(f'unit_id==\"{unit_id}\"')\n",
" n_action = sessions.date.nunique()\n",
" fig, axs = plt.subplots(n_action, 4, sharey=True, sharex=True, figsize=(8, n_action*4))\n",
"# sns.despine(left=True, bottom=True)\n",
" fig.suptitle(f'Neuron {id_num}')\n",
" if n_action == 1:\n",
" axs = [axs]\n",
" waxs = None\n",
" for ax, (date, rows) in zip(axs, sessions.groupby('date')):\n",
" entity = rows.iloc[0].entity\n",
" ax[0].set_ylabel(f'{entity}-{date}')\n",
" for _, row in rows.iterrows():\n",
" action_id = row['action']\n",
" channel_id = row['channel_group']\n",
" unit_name = row['unit_name']\n",
" idx = row.session_id\n",
" x, y, t, speed = map(data_loader.tracking(action_id).get, ['x', 'y', 't', 'v'])\n",
" ax[idx].plot(x, y, 'k', alpha=0.3)\n",
" spike_times = data_loader.spike_train(action_id, channel_id, unit_name)\n",
" spike_times = spike_times[(spike_times > min(t)) & (spike_times < max(t))]\n",
" x_spike = interp1d(t, x)(spike_times)\n",
" y_spike = interp1d(t, y)(spike_times)\n",
" ax[idx].set_xticks([])\n",
" ax[idx].set_yticks([])\n",
" ax[idx].scatter(x_spike, y_spike, marker='.', color=(0.7, 0.2, 0.2), s=1.5)\n",
" ax[idx].set_title(f'{row.session}')\n",
" ax[idx].set_yticklabels([])\n",
" ax[idx].set_xticklabels([])\n",
" for a in ax:\n",
" a.set_aspect(1)\n",
" plt.tight_layout()\n",
" fig.savefig(output_path / 'figures' / f'neuron_{id_num}_spike_map.png', bbox_inches='tight')\n",
" fig.savefig(output_path / 'figures' / f'neuron_{id_num}_spike_map.svg', bbox_inches='tight')"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [],
"source": [
"plt.rc('axes', titlesize=12)\n",
"plt.rcParams.update({\n",
" 'font.size': 12, \n",
" 'figure.figsize': (6, 4), \n",
" 'figure.dpi': 150\n",
"})\n",
"cmap = ['#1b9e77','#d95f02','#7570b3']"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAABKUAAAIrCAYAAAA+1yrZAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAXEQAAFxEByibzPwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvnQurowAAIABJREFUeJzs3Xmc1XXd///HYRGFGIUZRdaQ7SWggoBlrliWJaK5VS4oath1lbl+rS4vM9OfuVSaleWlJihauZYaLnmVGmh6iYQL6kvZRDYDZBEGAfH8/ni/j/PhcGY4M/OZc2aG5/12m9vhfD7vz+f9OgvenBev9+udyWaziIiIiIiIiIiIlFKbcgcgIiIiIiIiIiLbHyWlRERERERERESk5JSUEhERERERERGRklNSSkRERERERERESk5JKRERERERERERKTklpUREREREREREpOSUlBIRERERERERkZJTUkpEREREREREREpOSSkRERERERERESk5JaVERERERERERKTklJQSEREREREREZGSU1JKRERERERERERKTkkpEREREREREREpOSWlRERERERERESk5JSUEhERERERERGRklNSSkRERERERERESq5duQPYnpnZUqAj8G65YxERERERSUlvoNrddy93ICIi0rwpKVVeHXfYYYfOffr0GdKYm2zevBmAtm3bNuk1mktzaS7Npbk0l+bSXJqrZcxVTgsWLGDjxo3lDkNERFoAJaXK690+ffoMmTJlSqNusmbNGgAqKiqa9BrNpbk0l+bSXJpLc2kuzdUy5iqnMWPGMHv2bK0EEBGRbVJPKRERERERERERKTklpUREREREREREpOSUlBIRERERERERkZJTUkpEREREREREREpOSSkRERERERERESk5JaVERERERERERKTklJQSEREREREREZGSU1JKRERERERERERKTkkpEREREREREREpuXblDkBERERERETKy8z6AvNqOZ0FVgILgMeAG9x9WYlCS42ZjQcmAovcvVfi+NPAocBV7n5peaKrm5lNAk4HnnH30eWNpji1vd8tnZmNBp6KT9u7+0fx+CTCZ3S3u59anujqZmaXAz8C3nH3vsWea0pKSomIiIiIiEjSa8DqxPN2QBdgL2A4MMHMPu/ur5YjOBFpPZSUEhERERERaaReE3+QAQYAXYH3gdkLz7gmW96oGuy77v50/kEzqwTuAMYA95vZYHf/uNTBNYHTgI7A8nIHIi3afwHXsGVCV7ZBSSkREREREZEGismoccCFwLDEqZm9Jv7gBmByC05ObcHdV5jZ6cAiYBDwJeDx8kbVeO6+oNwxSMvn7kuAJeWOo6VRo3MREZFmLJvNMm/1CmYuf5e5q5eTzbaK32tERFqFmJD6JaF6aFje6eHx+I1xXKvg7isIy/sgLOcTEWkwVUqJiIg0Q9lslgfmzOCWWdN4bdF8ANrs1IGhXbszYehBHN9/BJlMq/kdR0SkpRoHnLONMd8FpgN3Nn04JdM+Pn6Qf8LM2gEnAV8DRgCVwEfAYuDvwPXu/laB644AvgPsT+hftZqQ/LoXuM3dNxa4pgI4DziOsHSyDTAXeJDQjH1VMS+mUKPzROP394DuwJnA2cCQeNlrwC3AJHff6l+M0oqtoczsR8DlwCvunp8wzY05EJgGVAPd3X1NPH4S4fWOBD4FrAJmAJOBPzRkyaaZ7Uxoon0CsBvh+/AX4Bp3X1xgfAYYS1hauV+8BsLnMRW40d2nF7jus4SqxYPiNWsBB/4M3OTuhb6zHYD/AL5B+Hx3IDT1nwL8NFZAFfMaJ1Gg0bmZ5b4fOwFfAc4F9o3zOOG/Db92901NFVtzpkopERGRZiabzfLDFx7m/Kn38fr7W/6/xqz3l3D+1Pu47IVHVDUlIlJGsfrpwiKHX9BaqqXMrD+hQupj8pbumdlOwF8Jv2QfBWwEXiX02BoIfAuYYWb75l13brzXWGATMJOQ8DoUuAl4wsza5l2zJ/AycAWwNyHJ8TawJ3AZMDOOaawMoeLtNsKSxbcISbb9gduBq/MvKGFsdbmDsGviPmZWW0XbuPj4QCIhdT3we+BwYA3hdWwCjgDuAiY1IJadCMmvCwjfm1lAL0LC9tUC34cMcDfwEHA80JaQBFwC9AZOBf5pZkfmXXdcnOdrhOTNy8Ay4DOEz+mfMVmYvKY78DzwC+CzhO/q60CfGO9rMXmXhisJScn9CAnPDwgVldcTEn5bKHFsZaOklIiISDPzwJwZTHrjn3WOmfjGczwwZ0aJIhIRkQIGsPWSvdoMB/o3YSxNyszamlmlmY0FHiX8Hnm1u7+TN/T7wGGEhuGfcfc93H0/d+9DSAwsAToBlyTuvQtwbXx6krv3jNfsQUiErAdGAycmrukEPAL0JSQu+ri7uftwQtJiCvBp4OGYKGuM3YCTCVVPVe4+klA5dVc8f5GZ7Vqm2Grl7vOBp+LTU/PPm9kOhOQNxESTmQ0mJDs+BA5z977xs+hJqAD6GBhnZvvXM5yuQD/g+HjPkYT3Z1o8d2+sCMo5nVBttx4Y4+69Yhz9gKGEpFY74MeJ19MG+HU8/j1gd3cf5e6DgFGE5NRQ4NuJazLA/YS/n9OAwfE7OxLYnZB07Ar82cx2r+drLuT/EZJjVe6+L9CD0Bgd4OtmNryMsZWNklIiIiLNSDab5ZZZ04oae+usaaqWEhEpn671HF/ZJFE0jafMLJv7IVQGLQceJlQLXQv8sMB1hxMSFz929xeTJ+Lz38aneydOGbAjsBK4J++avxJ+ib+fUHWV801CUnAGIdGxOHHNUkIC6x1Cddb4ol917X7j7r90981xjg+B8wmVSO0ICbdyxVaXifHx5JjkSDqKsExyPjXJq33io+fvvujudxI+vz8AyQRSsc539wcT91sMHEtYGjiARNKR0ED/I8L7/mheHG9Sk8RMfo92JSQLAW7NfVbxmhnAfxOW8K1IXHM0cAChku3L7u6Ja1YTPssXgCpCsq6xHnH3S+L3hxjjpYTvPkCy6qnUsZWNklIiIiLNyLw1K7ZaslebWe8vYf4HK7Y9UEREmsL79Rzfkv6D/RrwbOLneUJ1yoZ4/kLgl/lL6tz9IEKC6eZa7lsdHzsmjs0jJCC6AJPMbIvqM3e/0t1PTCY0CMkMgD8mkw+Ja9YTElkQlgQ21iMF5lhBqL4B2KWMsdXlAcISvN7AIXnnTouPdyR6Yr0dH4eZ2c/MbGDyAnc/x91Pdvdn6hnHB4TlhFtw9+XAn+LTMYnjJxO+R5fkXxPlvkcdYoUUhKRpLrlzt5l9LnEOd7/V3Y9191sT98l9Vn9293UF4stSUxHXVN+jzdS874W+R6WKrWzU6FxERKQZWbWxetuDElZuqGaPJopFRETqNJvQs6aYJXwzgTlNG06qvptfKQOfLPkaT1gmdQ6h18+3k2PcfZOZdYlLvAYRlm0NIjR27haHJZMF/zazawmVLKcBp5nZUuBvhP5Uj8bkRVKuR9IEMzumlteQW9KURu+mRbUcXx8fk79Xlzq2Wrn7ejP7I6FB+6nAMwBmVgkcSaj0uiMxfoaZ3Q2cAlxEWJo4n/BZPAE8XqhReBFmFWpUH70SHwfnxb7ZzHY0s4MJ71M/QnVZbhlkThvg4zj++4Tm80fGn5Vm9hThezTF3RfmzZ37rMbmJ0MTusTHQWaWKdTUvh4a8j0qVWxlo6SUiIhIM7LLDh23PSihS4f6jRcRkXQsPOOabK+JP7ieAhUgBdyw8IxrWuQvjEkxsXBLbMB8OXC2mV3t7u8CmFln4EZCAqR94tKNhOVs/wK+XOC+l5rZS4RE1yGEpM0p8eejmFg5Jy5bAtg5Pg6MP3XZZRvni1FbQiUnuTSu1LFty0RCUuoEMzvH3TcAXyd8Pk+7+7y88eMIuyROIDTX7gucFX8+NLNbgIvrSDIVUlciK3fuk/+hMbP2wFWE70Oy79ZmQuP8/yM0QN+Cu99qZm8TKvm+SEjaHBd/smb2KPAfieRU7rPqzZaJrkLaAp0JlWcN1ZDvUaliKxslpURERJqRPSoqGdK1e1FL+IZ
"text/plain": [
"<Figure size 900x600 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"msize = 9\n",
"fig = plt.figure()\n",
"ticks = []\n",
"for i, pairs in enumerate(results_gridness):\n",
" for j, pair in enumerate(pairs):\n",
" if results_unit_id[i][j] in [results_id_map[i] for i in exclude]:\n",
" continue\n",
" plt.plot(\n",
" results_unit_id[i][j], abs(np.diff(pair)), \n",
" color=cmap[i], marker='.', ls='none', markersize=msize)\n",
"for l in range(nuid):\n",
" plt.axvline(l, color='k', lw=.1, alpha=.5)\n",
"\n",
"from matplotlib.lines import Line2D\n",
"\n",
"labels = ['Baseline I vs baseline II', 'Baseline I vs stim I', 'Baseline II vs stim II']\n",
"custom_lines = [\n",
" Line2D([],[], color=cmap[i], marker='.', ls='none', label=label, markersize=msize) \n",
" for i, label in enumerate(labels)\n",
"]\n",
"plt.ylabel('Absolute difference in gridness')\n",
"plt.xlabel('Neuron')\n",
"plt.legend(handles=custom_lines, bbox_to_anchor=(1.04,1), borderaxespad=0, frameon=False)\n",
"fig.savefig(output_path / 'figures' / 'neuron_gridness.png', bbox_inches='tight')\n",
"fig.savefig(output_path / 'figures' / 'neuron_gridness.svg', bbox_inches='tight')"
]
},
{
"cell_type": "code",
"execution_count": 63,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 900x600 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure()\n",
"labels = ['Baseline I vs baseline II', 'Baseline I vs stim I', 'Baseline II vs stim II']\n",
"for i, pairs in enumerate(results_gridness):\n",
" for j, pair in enumerate(pairs):\n",
" if results_unit_id[i][j] in [results_id_map[i] for i in exclude]:\n",
" continue\n",
" plt.plot(*pair, color=cmap[i], marker='.', ls='none', markersize=msize)\n",
"# plt.scatter(*np.array(pairs).T, label=labels[i], color=cmap[i])\n",
"# plt.legend(bbox_to_anchor=(1.04,1), borderaxespad=0, frameon=False)\n",
"custom_lines = [\n",
" Line2D([],[], color=cmap[i], marker='.', ls='none', label=label, markersize=msize) \n",
" for i, label in enumerate(labels)\n",
"]\n",
"plt.legend(handles=custom_lines, bbox_to_anchor=(1.04,1), borderaxespad=0, frameon=False)\n",
"plt.ylabel('Gridness')\n",
"plt.xlabel('Baseline gridness')\n",
"lim = [-.7, 1.35]\n",
"plt.ylim(lim)\n",
"plt.xlim(lim)\n",
"plt.plot(lim, lim, '--k', alpha=.5, lw=1)\n",
"fig.savefig(output_path / 'figures' / 'baseline_gridness_vs_other.png', bbox_inches='tight')\n",
"fig.savefig(output_path / 'figures' / 'baseline_gridness_vs_other.svg', bbox_inches='tight')"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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
"text/plain": [
"<Figure size 900x600 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure()\n",
"import matplotlib\n",
"cNorm = matplotlib.colors.Normalize(vmin=-np.pi/2, vmax=np.pi/2)\n",
"scalarMap = plt.cm.ScalarMappable(norm=cNorm, cmap=plt.cm.Blues)\n",
"\n",
"ticks = []\n",
"for i, pairs in enumerate(results_gridness):\n",
" for j, pair in enumerate(pairs):\n",
" if results_unit_id[i][j] in [results_id_map[i] for i in exclude]:\n",
" continue\n",
" angle = float(np.arctan(np.diff(pair) / 0.9))\n",
" color = scalarMap.to_rgba(angle)\n",
"# color = plt.cm.Paired((np.sign(angle)+1)/14)\n",
" tick = (i, i+.8)\n",
" plt.plot(tick, pair, marker='.', color=color)\n",
" ticks.append(tick)\n",
"plt.xticks(\n",
" [t for tick in ticks for t in tick], \n",
" ['Baseline I', 'Baseline II', 'Baseline I', 'Stimulation I', 'Baseline II', 'Stimulation II'],\n",
" rotation=-45, ha='left'\n",
")\n",
"plt.ylabel('Gridness')\n",
"fig.savefig(output_path / 'figures' / 'stickplot_gridness.png', bbox_inches='tight')\n",
"fig.savefig(output_path / 'figures' / 'stickplot_gridness.svg', bbox_inches='tight')"
]
},
{
"cell_type": "code",
"execution_count": 66,
"metadata": {},
"outputs": [
{
"data": {
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"text/plain": [
"<Figure size 900x600 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure()\n",
"ticks = [0,0.6,1.2]\n",
"\n",
"diff_res = [[], [], []]\n",
"for i, pairs in enumerate(results_gridness):\n",
" for j, pair in enumerate(pairs):\n",
" if results_unit_id[i][j] in [results_id_map[i] for i in exclude]:\n",
" continue\n",
" diff_res[i].append(abs(np.diff(pair)))\n",
"violins = plt.violinplot(\n",
" diff_res, ticks, showmedians=True, showextrema=False, points=1000, bw_method=.2)\n",
"\n",
"\n",
"for category in ['cbars', 'cmins', 'cmaxes', 'cmedians']:\n",
" if category in violins:\n",
" violins[category].set_color(['k', 'k'])\n",
" violins[category].set_linewidth(2.0)\n",
" \n",
"colors = plt.cm.Paired(np.linspace(0,1,12))\n",
" \n",
"for pc, c in zip(violins['bodies'], cmap):\n",
" pc.set_facecolor(c)\n",
" pc.set_edgecolor(c)\n",
" \n",
"plt.xticks(ticks, ['baseline', 'stim i', 'stim ii'])\n",
"plt.ylabel('Absolute difference in gridness')\n",
"\n",
"plt.gca().spines['top'].set_visible(False)\n",
"plt.gca().spines['right'].set_visible(False)\n",
"fig.savefig(output_path / 'figures' / 'violins_gridness_difference.png', bbox_inches='tight')\n",
"fig.savefig(output_path / 'figures' / 'violins_gridness_difference.svg', bbox_inches='tight')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Save to expipe"
]
},
{
"cell_type": "code",
"execution_count": 67,
"metadata": {},
"outputs": [],
"source": [
"action = project.require_action(\"longitudinal-comparisons-gridcells\")"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
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" '/media/storage/expipe/septum-mec/actions/longitudinal-comparisons-gridcells/data/figures/neuron_11_rate_map.png',\n",
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]
},
"execution_count": 68,
"metadata": {},
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}
],
"source": [
"copy_tree(output_path, str(action.data_path()))"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [],
"source": [
"septum_mec.analysis.registration.store_notebook(action, \"20_longitudinal_comparisons_gridcells.ipynb\")"
]
},
{
"cell_type": "code",
"execution_count": null,
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"outputs": [],
"source": []
}
],
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