df3d.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "output_type": "error",
     "ename": "LinAlgError",
     "evalue": "Arrays cannot be empty",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mLinAlgError\u001b[0m                               Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-1-07a41cb91aca>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     18\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     19\u001b[0m \u001b[0;31m# df3d points2d are saved in normalized into [0,1], rescale them into image shape\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 20\u001b[0;31m \u001b[0mcamNet\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mCameraNetwork\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mpoints2d\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mpoints2d\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m480\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m960\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcalib\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0md\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mimage_path\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mimage_path\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mbones\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdf3d_bones\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolors\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdf3d_colors\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     21\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     22\u001b[0m \u001b[0;31m#image_path = '/mnt/nas/GO/7cam/220112_aJO-GAL4xUAS-CsChr/Fly002/001_LA/behData/images/camera_{cam_id}_img_{img_id}.jpg'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/Desktop/PyBundleAdjustment/pyba/CameraNetwork.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, points2d, calib, image_path, bones, colors)\u001b[0m\n\u001b[1;32m     63\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     64\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhas_calibration\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 65\u001b[0;31m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtriangulate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     66\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     67\u001b[0m     \u001b[0;34m@\u001b[0m\u001b[0mproperty\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/Desktop/PyBundleAdjustment/pyba/CameraNetwork.py\u001b[0m in \u001b[0;36mtriangulate\u001b[0;34m(self, cam_id)\u001b[0m\n\u001b[1;32m    102\u001b[0m             pt3d = triangulate(\n\u001b[1;32m    103\u001b[0m                 \u001b[0;34m[\u001b[0m\u001b[0mc\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mP\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mc\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mcameras\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m  \u001b[0;31m# set of projection matrices\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 104\u001b[0;31m                 \u001b[0;34m[\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0marray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mc\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mimg_id\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mj_id\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mc\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mcameras\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m  \u001b[0;31m# set of 2d points\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    105\u001b[0m             )\n\u001b[1;32m    106\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_points3d\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mimg_id\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mj_id\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpt3d\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/Desktop/PyBundleAdjustment/pyba/util.py\u001b[0m in \u001b[0;36mtriangulate\u001b[0;34m(camera_mats, points)\u001b[0m\n\u001b[1;32m     33\u001b[0m         \u001b[0mA\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m:\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0;36m2\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mx\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0mmat\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m-\u001b[0m \u001b[0mmat\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     34\u001b[0m         \u001b[0mA\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0;36m2\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m:\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mi\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0;36m2\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0my\u001b[0m \u001b[0;34m*\u001b[0m \u001b[0mmat\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m-\u001b[0m \u001b[0mmat\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 35\u001b[0;31m     \u001b[0mu\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ms\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvh\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlinalg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msvd\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mA\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfull_matrices\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     36\u001b[0m     \u001b[0mp3d\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mvh\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     37\u001b[0m     \u001b[0mp3d\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mp3d\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m/\u001b[0m \u001b[0mp3d\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/numpy/linalg/linalg.py\u001b[0m in \u001b[0;36msvd\u001b[0;34m(a, full_matrices, compute_uv)\u001b[0m\n\u001b[1;32m   1540\u001b[0m     \"\"\"\n\u001b[1;32m   1541\u001b[0m     \u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mwrap\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_makearray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1542\u001b[0;31m     \u001b[0m_assertNoEmpty2d\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1543\u001b[0m     \u001b[0m_assertRankAtLeast2\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1544\u001b[0m     \u001b[0mt\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mresult_t\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_commonType\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/anaconda3/lib/python3.7/site-packages/numpy/linalg/linalg.py\u001b[0m in \u001b[0;36m_assertNoEmpty2d\u001b[0;34m(*arrays)\u001b[0m\n\u001b[1;32m    227\u001b[0m     \u001b[0;32mfor\u001b[0m \u001b[0ma\u001b[0m \u001b[0;32min\u001b[0m \u001b[0marrays\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    228\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0m_isEmpty2d\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 229\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mLinAlgError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Arrays cannot be empty\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    230\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    231\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mtranspose\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mLinAlgError\u001b[0m: Arrays cannot be empty"
     ]
    }
   ],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "\n",
    "from pyba.CameraNetwork import CameraNetwork\n",
    "import pickle\n",
    "import glob\n",
    "import numpy as np\n",
    "from pyba.config import df3d_colors, df3d_bones\n",
    "\n",
    "image_path = '/home/user/Desktop/DeepFly3D/sample/test/camera_{cam_id}_img_{img_id}.jpg'\n",
    "pr_path = '/home/user/Desktop/DeepFly3D/sample/test/df3d/df3d_result*.pkl'\n",
    "\n",
    "#image_path = '/mnt/NAS/GO/7cam/220112_aJO-GAL4xUAS-CsChr/Fly002/001_LA/behData/images/camera_{cam_id}_img_{img_id}.jpg'\n",
    "#pr_path = '/mnt/NAS/GO/7cam/220112_aJO-GAL4xUAS-CsChr/Fly002/001_LA/behData/images/df3d2/df3d_result*.pkl'\n",
    "\n",
    "d = pickle.load(open(glob.glob(pr_path)[0], 'rb'))\n",
    "points2d = d['points2d']\n",
    "\n",
    "# df3d points2d are saved in normalized into [0,1], rescale them into image shape\n",
    "camNet = CameraNetwork(points2d=points2d*[480, 960], calib=d, image_path=image_path, bones=df3d_bones, colors=df3d_colors)\n",
    "\n",
    "#image_path = '/mnt/nas/GO/7cam/220112_aJO-GAL4xUAS-CsChr/Fly002/001_LA/behData/images/camera_{cam_id}_img_{img_id}.jpg'\n",
    "#pr_path = '/mnt/nas/GO/7cam/220112_aJO-GAL4xUAS-CsChr/Fly002/001_LA/behData/images/df3d/df3d_result*.pkl'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys([0, 1, 2, 3, 4, 5, 6, 'points3d', 'points2d', 'points3d_wo_procrustes', 'camera_ordering', 'heatmap_confidence'])"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "d.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "pr_path = './df3d_result__mnt_nas_GO_7cam_220112_aJO-GAL4xUAS-CsChr_Fly002_001_LA_behData_images.pkl'\n",
    "d = pickle.load(open(glob.glob(pr_path)[0], 'rb'))\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys([0, 1, 2, 3, 4, 5, 6, 'points3d', 'points2d', 'points3d_wo_procrustes', 'camera_ordering'])"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "d.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "for c in camNet:\n",
    "    c.fx = c.fx * 1.2\n",
    "    c.fy = c.fy * 1.2\n",
    "\n",
    "_ = camNet.triangulate()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-0.5, 6719.5, 479.5, -0.5)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x1440 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "img = camNet.plot_2d(0, points='points2d')\n",
    "plt.figure(figsize=(20,20))\n",
    "plt.imshow(img, cmap='gray')\n",
    "plt.axis('off')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
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      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "fig = plt.figure()\n",
    "ax_3d = fig.add_subplot(111, projection='3d')\n",
    "\n",
    "camNet.plot_3d(ax_3d, 0, thickness=3)\n",
    "ax_3d.view_init(-50, -120+ 30)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-0.5, 6719.5, 479.5, -0.5)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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\" y=\"-6.914286\"/>\n",
       "   </g>\n",
       "  </g>\n",
       " </g>\n",
       " <defs>\n",
       "  <clipPath id=\"p0b247e9888\">\n",
       "   <rect height=\"79.714286\" width=\"1116\" x=\"7.2\" y=\"7.2\"/>\n",
       "  </clipPath>\n",
       " </defs>\n",
       "</svg>\n"
      ],
      "text/plain": [
       "<Figure size 1440x1440 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "img = camNet.plot_2d(0, points='reprojection')\n",
    "plt.figure(figsize=(20,20))\n",
    "plt.imshow(img, cmap='gray')\n",
    "plt.axis('off')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   Iteration     Total nfev        Cost      Cost reduction    Step norm     Optimality   \n",
      "       0              1         3.5698e+04                                    2.70e+05    \n",
      "       1              2         2.3561e+04      1.21e+04       1.72e+00       5.12e+03    \n",
      "       2              3         2.3553e+04      8.26e+00       1.05e-01       1.40e+02    \n",
      "       3              4         2.3553e+04      1.59e-01       4.71e-02       1.03e+02    \n",
      "`ftol` termination condition is satisfied.\n",
      "Function evaluations 4, initial cost 3.5698e+04, final cost 2.3553e+04, first-order optimality 1.03e+02.\n"
     ]
    }
   ],
   "source": [
    "camNet.bundle_adjust(update_intrinsic=False, update_distort=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   Iteration     Total nfev        Cost      Cost reduction    Step norm     Optimality   \n",
      "       0              1         1.8198e+04                                    3.90e+03    \n",
      "       1              2         1.8168e+04      2.99e+01       8.89e-02       1.18e+02    \n",
      "       2              3         1.8168e+04      1.58e-02       8.85e-03       3.12e+00    \n",
      "`ftol` termination condition is satisfied.\n",
      "Function evaluations 3, initial cost 1.8198e+04, final cost 1.8168e+04, first-order optimality 3.12e+00.\n"
     ]
    }
   ],
   "source": [
    "# or you can select cameras to use\n",
    "camNet.bundle_adjust(update_intrinsic=False, update_distort=False, cam_id=[0,1,2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[2.946984323029907,\n",
       " 3.982240489465677,\n",
       " 2.1058374355667495,\n",
       " 0.0,\n",
       " 119.64736751883478,\n",
       " 169.32953905137055,\n",
       " 196.14934020456417]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# calculate reprojection error for each camera\n",
    "camNet.reprojection_error()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# triangulate with all the cameras\n",
    "pts3d = camNet.triangulate()\n",
    "\n",
    "# or you can select camera to use\n",
    "pts3d = camNet.triangulate(cam_id=[0,1,2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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   "source": [
    "# visualize the camera network\n",
    "fig = plt.figure(figsize=(10,10))\n",
    "ax3d = fig.add_subplot(111, projection='3d')\n",
    "camNet.draw(ax3d, size=20)\n",
    "camNet.plot_3d(ax3d, img_id=0, size=10)\n",
    "plt.xlim([-150, 150])\n",
    "plt.ylim([-150, 150])\n",
    "ax3d.set_zlim([-150, 150])\n",
    "ax3d.view_init(30,100)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
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