examples/two-dimensional-mixture-model.ipynb

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   "source": [
    "%load_ext sppl.magics\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "from matplotlib.patches import Rectangle\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.colors as colors\n",
    "import matplotlib.cm as cm\n",
    "import numpy as np\n",
    "\n",
    "from matplotlib.ticker import MultipleLocator\n",
    "from numpy.ma import masked_invalid\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "import mpl_toolkits.mplot3d.art3d as art3d\n",
    "\n",
    "from sppl.magics.render import render_graphviz\n",
    "from sppl.dnf import dnf_to_disjoint_union"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "%%sppl minimal\n",
    "X ~= norm(loc=0, scale=2)\n",
    "Y ~= 0.6*norm(loc=8, scale=1) | 0.4*gamma(loc=-3, a=3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "n = %sppl_get_namespace minimal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
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   "source": [
    "# Condition the model on an event.\n",
    "e0 = ((-4 < n.X) < 4) & ((1 < n.Y**2) < 4)\n",
    "e1 = ((-1 < n.X) < 1) & ((-1.5 < n.Y) < 6)\n",
    "modelc = n.minimal.condition(e0 | e1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(((-4 < X) < 4) & ((1 < Y) < 2)) | (((-4 < X) < 4) & ((-2 < Y) < -1)) | (((-1 < X) < 1) & ((-1 <= Y) <= 1)) | (((-1 < X) < 1) & ((2 <= Y) < 6))\n",
      "[0.04331568961023601, 0.09278584524638006, 0.06717622976807626, 0.023365316112895024]\n"
     ]
    }
   ],
   "source": [
    "# Show the disjoint components of the event.\n",
    "e =  dnf_to_disjoint_union(e0 | e1)\n",
    "print(e)\n",
    "print([n.minimal.prob(x) for x in e.subexprs])"
   ]
  },
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   "cell_type": "code",
   "execution_count": 7,
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    "# Plot the prior SPE.\n",
    "%sppl_to_graph minimal"
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     },
     "execution_count": 8,
     "metadata": {},
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   ],
   "source": [
    "# Plot the posterior SPE.\n",
    "%sppl_to_graph modelc"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Visualize the prior and posterior density surfaces"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_probs(xs, ys, model):\n",
    "    return [model.pdf({n.X: x, n.Y: y}) for x in xs for y in ys]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "xs = np.linspace(-4.5, 4.5, 70)\n",
    "ys = np.linspace(-3, 11, 70)\n",
    "xx, yy = np.meshgrid(xs, ys)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "p_prior = get_probs(xs, ys, n.minimal)\n",
    "p_posterior = get_probs(xs, ys, modelc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "cmap = cm.viridis_r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_2d(ax, xs, ys, zs):\n",
    "    xx, yy = np.meshgrid(xs, ys, indexing='ij')\n",
    "    zz = np.reshape(zs, (len(xs), len(ys)))\n",
    "    pcm = ax.pcolormesh(xx, yy, zz, cmap=cmap, shading='auto')\n",
    "    ax.set_xlabel(r'$x$')\n",
    "    ax.set_ylabel(r'$y$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
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\n",
      "text/plain": [
       "<Figure size 720x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(ncols=2)\n",
    "plot_2d(axes[0], xs, ys, p_prior)\n",
    "plot_2d(axes[1], xs, ys, p_posterior)\n",
    "fig.set_size_inches(10, 5)\n",
    "\n",
    "# ((-4 < X < 4) & (-2 < Y < -1)) |\n",
    "# ((-4 < X < 4) & (1 < Y < 2)) |\n",
    "# ((-1 < X < 1) & (-1 < Y <= 1))\n",
    "# | ((-1 < X < 1) & (2 <= Y < 5))\n",
    "\n",
    "c = 'k'\n",
    "axes[0].add_patch(Rectangle((-4, -2), 8, 1, fill=False, color=c, linewidth=2))\n",
    "axes[0].add_patch(Rectangle((-4, 1), 8, 1, fill=False, color=c, linewidth=2))\n",
    "axes[0].add_patch(Rectangle((-1, -1.5), 2, 7.5, fill=False, color=c, linewidth=2,\n",
    "    label='solution of conditioning region'))\n",
    "axes[0].legend(loc='upper left', fancybox=False)\n",
    "\n",
    "axes[1].add_patch(Rectangle((-4, -2), 8, 1, fill=False, color=c, linewidth=2))\n",
    "axes[1].add_patch(Rectangle((-4, 1), 8, 1, fill=False, color=c, linewidth=2))\n",
    "axes[1].add_patch(Rectangle((-1, -1), 2, 2, fill=False, color=c, linewidth=2))\n",
    "axes[1].add_patch(Rectangle((-1, 2), 2, 4, fill=False, color=c, linewidth=2,\n",
    "    label='4-way partition of conditioning region'))\n",
    "axes[1].legend(loc='upper left', fancybox=False)\n",
    "\n",
    "fig.set_size_inches(10, 4)\n",
    "fig.set_tight_layout(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_3dd(ax, xs, ys, zs):\n",
    "    xx, yy = np.meshgrid(xs, ys, indexing='ij')\n",
    "    zz = np.reshape(zs, (len(xs), len(ys)))\n",
    "    ax.plot_surface(xx, yy, zz, cmap=cm.viridis_r)\n",
    "    ax.contour(xx, yy, zz, zdir='z', offset=-0.10, linewidths=.5, levels=np.arange(0, 0.11, 0.005))\n",
    "    ax.set_xlabel(r'$x$')\n",
    "    ax.set_ylabel(r'$y$')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "axes = [\n",
    "    fig.add_subplot(121, projection='3d'),\n",
    "    fig.add_subplot(122, projection='3d')\n",
    "]\n",
    "plot_3dd(axes[0], xs, ys, p_prior)\n",
    "plot_3dd(axes[1], xs, ys, p_posterior)\n",
    "\n",
    "for ax in axes:\n",
    "    ax.set_zlim([-0.10, 0.11])\n",
    "    ax.set_zticks([0, 0.10])\n",
    "    ax.view_init(azim=137, elev=20)\n",
    "    ax.grid(False)\n",
    "    ax.xaxis.pane.set_edgecolor('k')\n",
    "    ax.yaxis.pane.set_edgecolor('k')\n",
    "    ax.xaxis.pane.fill = False\n",
    "    ax.yaxis.pane.fill = False\n",
    "    ax.zaxis.pane.fill = False\n",
    "    ax.xaxis._axinfo['tick']['inward_factor'] = 0\n",
    "    ax.yaxis._axinfo['tick']['inward_factor'] = 0\n",
    "    ax.zaxis._axinfo['tick']['inward_factor'] = 0\n",
    "    ax.xaxis._axinfo['tick']['outward_factor'] = 0.4\n",
    "    ax.yaxis._axinfo['tick']['outward_factor'] = 0.4\n",
    "    ax.zaxis._axinfo['tick']['outward_factor'] = 0.4\n",
    "    \n",
    "axes[0].set_title('Prior Distribution')\n",
    "axes[1].set_title('Conditioned Distribution')\n",
    "\n",
    "fig.set_size_inches(12, 8)\n",
    "fig.set_tight_layout(True)"
   ]
  }
 ],
 "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": "3.6.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}