{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# How to visualize distance to a point in a mesh?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this notebook, we consider different distance functions on a metric and visualize the results."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import geomstats.backend as gs\n",
    "import pyvista as pv\n",
    "\n",
    "from geomfum.dataset import NotebooksDataset\n",
    "from geomfum.metric.mesh import (\n",
    "    GraphShortestPathMetric,\n",
    "    HeatDistanceMetric,\n",
    "    KClosestGraphShortestPathMetric,\n",
    "    VertexEuclideanMetric,\n",
    ")\n",
    "from geomfum.shape import TriangleMesh\n",
    "from geomfum.shape.convert import to_pv_polydata\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "STATIC_VIZ = True\n",
    "\n",
    "if STATIC_VIZ:\n",
    "    pv.set_jupyter_backend(\"static\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "[Load a mesh](00_load_mesh_from_file.ipynb)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO: Data has already been downloaded... using cached file ('C:\\Users\\giuli\\.geomfum\\data\\cat-00.off').\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(7207, 14410)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dataset = NotebooksDataset()\n",
    "mesh = TriangleMesh.from_file(dataset.get_filename(\"cat-00\"))\n",
    "\n",
    "mesh.n_vertices, mesh.n_faces"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Instantiate different metrics."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "metrics = {\n",
    "    \"euclidean\": VertexEuclideanMetric(mesh),\n",
    "    \"heat-distance\": HeatDistanceMetric.from_registry(mesh, which=\"pp3d\"),\n",
    "    \"graph\": GraphShortestPathMetric(mesh, cutoff=None),\n",
    "    \"graph-with-cutoff\": GraphShortestPathMetric(mesh, cutoff=0.1),\n",
    "    \"graph-with-closest\": KClosestGraphShortestPathMetric(mesh, k_closest=100),\n",
    "}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Compute distances from a source node."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<geomfum.metric.mesh.VertexEuclideanMetric object at 0x000002B69B568F50>\n",
      "<geomfum.wrap.pp3d.Pp3dHeatDistanceMetric object at 0x000002B69D5E6A10>\n",
      "<geomfum.metric.mesh.GraphShortestPathMetric object at 0x000002B69D69E5D0>\n",
      "<geomfum.metric.mesh.GraphShortestPathMetric object at 0x000002B69AE697D0>\n",
      "<geomfum.metric.mesh.KClosestGraphShortestPathMetric object at 0x000002B6A0BED950>\n"
     ]
    }
   ],
   "source": [
    "index = 10\n",
    "vertex_indices = gs.arange(mesh.n_vertices)\n",
    "\n",
    "# bound for the colorbar\n",
    "max_dist = 0.0\n",
    "\n",
    "dists_dict = {}\n",
    "for name, metric in metrics.items():\n",
    "    print(metric)\n",
    "    dists_, target = metric.dist_from_source(index)\n",
    "\n",
    "    max_dist_ = gs.amax(dists_)\n",
    "    if max_dist_ > max_dist:\n",
    "        max_dist = max_dist_\n",
    "\n",
    "    indices = gs.arange(mesh.n_vertices)\n",
    "    dists = float(\"inf\") * gs.ones(mesh.n_vertices)\n",
    "    dists[target] = dists_\n",
    "\n",
    "    dists_dict[name] = dists"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The following is also valid code, but much slower for graph shortest path-based metrics. Can guess why?\n",
    "\n",
    "```python\n",
    "dists = metric.dist(index, vertex_indices)\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot using `pyvista`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=1024x768>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "inf_color = \"lightgray\"\n",
    "pv_mesh = to_pv_polydata(mesh)\n",
    "\n",
    "n_cols = 2\n",
    "\n",
    "n_dists = len(dists_dict)\n",
    "n_rows = int(n_dists / n_cols + n_dists % n_cols)\n",
    "\n",
    "\n",
    "pl = pv.Plotter(shape=(n_rows, n_cols), border=False)\n",
    "\n",
    "for index, (name, dists) in enumerate(dists_dict.items()):\n",
    "    row, col = index // n_cols, index % n_cols\n",
    "    pl.subplot(row, col)\n",
    "\n",
    "    pl.show_axes()\n",
    "    pl.add_mesh(\n",
    "        pv_mesh,\n",
    "        show_edges=True,\n",
    "        scalars=dists,\n",
    "        clim=[0, max_dist],\n",
    "        below_color=inf_color,\n",
    "        above_color=inf_color,\n",
    "        copy_mesh=True,\n",
    "    )\n",
    "\n",
    "    pl.camera.roll = 0\n",
    "    pl.camera.azimuth = 10\n",
    "    pl.camera.elevation = 10\n",
    "    pl.add_title(name, font_size=10)\n",
    "\n",
    "pl.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "VENV",
   "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": "3.11.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}