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https://github.com/tiga1231/sgd2
08 April 2026, 17:08:34 UTC
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  • Untitled.ipynb
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(requires biblatex-software package)
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Generating citation ...
Tip revision: 13ca3d978626473e59fdddd641e457edc57208bc authored by jack on 02 March 2022, 18:24:49 UTC
update OS note
Tip revision: 13ca3d9
Untitled.ipynb
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import scipy.io as io\n",
    "import networkx as nx\n",
    "\n",
    "fn = './input_graphs/SuiteSparse Matrix Collection/494_bus.mat'\n",
    "mat_data = io.loadmat(fn)\n",
    "adj = mat_data['Problem']['A'][0][0]\n",
    "G = nx.convert_matrix.from_numpy_matrix(adj.toarray())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "plt.style.use('ggplot')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [],
   "source": [
    "adj = mat_data['Problem']['A'][0][0].toarray()\n",
    "adj_flat = adj.flatten()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "metadata": {},
   "outputs": [],
   "source": [
    "adj_flat = adj_flat[adj_flat!=0]\n",
    "adj_flat = adj_flat[np.abs(adj_flat)<20]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.hist(adj_flat, bins=30);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.colorbar.Colorbar at 0x7f7eaa312a58>"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(np.log(np.abs(adj)+1))\n",
    "plt.colorbar()"
   ]
  },
  {
   "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": "3.6.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}

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