AlexNet AE-Copy1.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%reload_ext autoreload\n",
    "%autoreload 2\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Expects timeseries.py in same folder as nb. \n",
    "from fastai.vision import *\n",
    "from pathlib import Path\n",
    "import pdb\n",
    "import seaborn as sns\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.manifold import TSNE\n",
    "from sklearn.metrics import log_loss\n",
    "import fastai.callbacks.hooks\n",
    "import json\n",
    "from fastai.vision.gan import basic_generator"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "class JSONImageItemList(ImageItemList):\n",
    "    def get(self, i):\n",
    "        img = self.items[i]\n",
    "        angle = img[\"inc_angle\"]\n",
    "        a,b = torch.tensor(img[\"band_1\"]), torch.tensor(img[\"band_2\"])\n",
    "        a = a / a.min()\n",
    "        b = b / b.min()\n",
    "        img = torch.stack([a,b,(a+b)/2],dim=0).view(3,75,75)\n",
    "        return Image(img)\n",
    "        \n",
    "    \n",
    "    @classmethod\n",
    "    def from_json(cls,js,**kwargs):\n",
    "        return cls(js,**kwargs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "class JSONImageImageList(ImageImageList):\n",
    "    _label_cls = JSONImageItemList\n",
    "    \n",
    "    def get(self, i):\n",
    "        img = self.items[i]\n",
    "        angle = img[\"inc_angle\"]\n",
    "        a,b = torch.tensor(img[\"band_1\"]), torch.tensor(img[\"band_2\"])\n",
    "        a = a / a.min()\n",
    "        b = b / b.min()\n",
    "        img = torch.stack([a,b,(a+b)/2],dim=0).view(3,75,75)\n",
    "        return Image(img)\n",
    "        \n",
    "    \n",
    "    @classmethod\n",
    "    def from_json(cls,js,**kwargs):\n",
    "        return cls(js,**kwargs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "path = Path(\"\")\n",
    "jsIn = json.load((path/\"train.json\").open())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "src = (JSONImageImageList.from_json(jsIn)\n",
    "       .random_split_by_pct(0.2)\n",
    "       .label_from_func(lambda x: x))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(Image (3, 75, 75), Image (3, 75, 75))"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "src.train[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [],
   "source": [
    "noise = TfmPixel(lambda x: F.dropout(x,0.05))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {},
   "outputs": [],
   "source": [
    "#tfms = get_transforms(flip_vert=True, max_lighting=0.1, max_zoom=1.05, max_warp=0.)\n",
    "dataAE = src.transform([noise(),noise()]).databunch(bs=16,num_workers=0)#.normalize(imagenet_stats)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "dataAE = src.transform(size=64,tfm_y=True).databunch(bs=16,num_workers=0).normalize(imagenet_stats)\n",
    "#dataAE.train_ds.tfms = [noise(),noise()]\n",
    "#dataAE.valid_ds.tfms = [noise(),noise()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x1440 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dataAE.show_batch()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "#(h-7)//4 + 1\n",
    "#(h-1)//2\n",
    "#(h-1)//2\n",
    "#(h-1)//2\n",
    "class Decoder(nn.Module):\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "        self.layers = []\n",
    "        self.layers.append(nn.ConvTranspose2d(256,384,3,stride=2))\n",
    "        self.layers.append(nn.ReLU())\n",
    "        self.layers.append(nn.ConvTranspose2d(384,192,3,stride=2))\n",
    "        self.layers.append(nn.ReLU())\n",
    "        self.layers.append(nn.ConvTranspose2d(192,64,3,stride=2))\n",
    "        self.layers.append(nn.ReLU())\n",
    "        self.layers.append(nn.ConvTranspose2d(64,32,3,stride=2))\n",
    "        self.layers.append(nn.ReLU())\n",
    "        self.layers.append(nn.ConvTranspose2d(32,16,4,stride=2))\n",
    "        self.layers.append(nn.ReLU())\n",
    "        self.layers.append(conv2d(16,3))\n",
    "        self.layers = nn.Sequential(*self.layers)\n",
    "        \n",
    "    def forward(self, x):\n",
    "        return self.layers(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {},
   "outputs": [],
   "source": [
    "class ImageAE(nn.Module):\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "        self.hero = create_body(models.alexnet,pretrained=False)\n",
    "        self.decoder = Decoder()\n",
    "        \n",
    "    def forward(self,x):\n",
    "        x = self.hero(x)\n",
    "        return self.decoder(x)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {},
   "outputs": [],
   "source": [
    "learn = Learner(dataAE,ImageAE(),loss_func=MSELossFlat())\n",
    "#learn = Learner(dataAE,ImageAE(),loss_func=feat_loss)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([16, 3, 64, 64])"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "learn.model(next(iter(dataAE.train_dl))[0]).shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Total time: 00:38 <p><table style='width:300px; margin-bottom:10px'>\n",
       "  <tr>\n",
       "    <th>epoch</th>\n",
       "    <th>train_loss</th>\n",
       "    <th>valid_loss</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>1</th>\n",
       "    <th>0.085457</th>\n",
       "    <th>0.291559</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>2</th>\n",
       "    <th>0.042596</th>\n",
       "    <th>0.007536</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>3</th>\n",
       "    <th>0.013513</th>\n",
       "    <th>0.006220</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>4</th>\n",
       "    <th>0.007493</th>\n",
       "    <th>0.006061</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>5</th>\n",
       "    <th>0.005932</th>\n",
       "    <th>0.005591</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>6</th>\n",
       "    <th>0.005350</th>\n",
       "    <th>0.005121</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>7</th>\n",
       "    <th>0.005093</th>\n",
       "    <th>0.004994</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>8</th>\n",
       "    <th>0.004880</th>\n",
       "    <th>0.004793</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>9</th>\n",
       "    <th>0.004642</th>\n",
       "    <th>0.004716</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>10</th>\n",
       "    <th>0.004570</th>\n",
       "    <th>0.004683</th>\n",
       "  </tr>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learn.fit_one_cycle(10,1e-2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x1440 with 15 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "learn.show_results()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "class SidekickAlexNet(nn.Module):\n",
    "    def __init__(self, num_classes=1000,width=8,pretrained=True):\n",
    "        super().__init__()\n",
    "        \n",
    "        self.hero = create_body(models.alexnet,pretrained=pretrained)\n",
    "        ml = [f for i,f in enumerate(next(self.hero.children()).children()) if i in [2,5,7,9,12]]\n",
    "        self.hooks = fastai.callbacks.Hooks(ml,lambda m,i,o: o,detach=False)\n",
    "        \n",
    "        self.features = nn.ModuleList(\n",
    "            [nn.Sequential(conv2d(3, 8*width, ks=11, stride=4, padding=2,bias=True),nn.ReLU(inplace=True),nn.MaxPool2d(kernel_size=3, stride=2)),\n",
    "            nn.Sequential(conv2d(8*width + 64, 24 * width, ks=5, padding=2,bias=True),nn.ReLU(inplace=True),nn.MaxPool2d(kernel_size=3, stride=2)),\n",
    "            nn.Sequential(conv2d(24*width + 192, 48 * width, ks=3, padding=1,bias=True),nn.ReLU(inplace=True)),\n",
    "            nn.Sequential(conv2d(48*width + 384, 32 * width, ks=3, padding=1,bias=True),nn.ReLU(inplace=True)),\n",
    "            nn.Sequential(conv2d(32*width + 256, 32 * width, ks=3, padding=1,bias=True),nn.ReLU(inplace=True),nn.MaxPool2d(kernel_size=3, stride=2))])\n",
    "        \n",
    "        self.classifier = create_head((32*width + 256)*2,num_classes)\n",
    "\n",
    "    def forward(self, x):\n",
    "        bs = x.shape[0]\n",
    "        pt = self.hero(x)\n",
    "        \n",
    "        x = self.features[0](x)\n",
    "        for f, a in zip(self.features[1:],self.hooks.stored):\n",
    "            x = f(torch.cat([x,a],dim=1))\n",
    "            \n",
    "        x = torch.cat([x,pt],dim=1)    \n",
    "        x = self.classifier(x)\n",
    "        return x\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "def logloss(preds,target):\n",
    "    preds = torch.softmax(preds,dim=1)\n",
    "    preds = preds.cpu().detach().numpy()\n",
    "    target = target.cpu().detach().numpy()\n",
    "    return torch.tensor(log_loss(target,preds))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [],
   "source": [
    "learn = create_cnn(data,models.alexnet,metrics=[accuracy,logloss])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "LR Finder is complete, type {learner_name}.recorder.plot() to see the graph.\n",
      "Min numerical gradient: 3.98E-06\n"
     ]
    },
    {
     "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": [
    "learn.lr_find()\n",
    "learn.recorder.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [],
   "source": [
    "learn.freeze()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Total time: 00:30 <p><table style='width:375px; margin-bottom:10px'>\n",
       "  <tr>\n",
       "    <th>epoch</th>\n",
       "    <th>train_loss</th>\n",
       "    <th>valid_loss</th>\n",
       "    <th>accuracy</th>\n",
       "    <th>logloss</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>1</th>\n",
       "    <th>0.619406</th>\n",
       "    <th>0.618720</th>\n",
       "    <th>0.687500</th>\n",
       "    <th>0.618720</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>2</th>\n",
       "    <th>0.558581</th>\n",
       "    <th>0.601943</th>\n",
       "    <th>0.693750</th>\n",
       "    <th>0.601943</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>3</th>\n",
       "    <th>0.561132</th>\n",
       "    <th>0.572954</th>\n",
       "    <th>0.781250</th>\n",
       "    <th>0.572954</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>4</th>\n",
       "    <th>0.580433</th>\n",
       "    <th>0.616092</th>\n",
       "    <th>0.765625</th>\n",
       "    <th>0.616092</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>5</th>\n",
       "    <th>0.531126</th>\n",
       "    <th>1.154402</th>\n",
       "    <th>0.746875</th>\n",
       "    <th>0.807176</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>6</th>\n",
       "    <th>0.504107</th>\n",
       "    <th>5.099136</th>\n",
       "    <th>0.793750</th>\n",
       "    <th>0.754481</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>7</th>\n",
       "    <th>0.489494</th>\n",
       "    <th>7.626073</th>\n",
       "    <th>0.800000</th>\n",
       "    <th>0.870637</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>8</th>\n",
       "    <th>0.470486</th>\n",
       "    <th>0.524166</th>\n",
       "    <th>0.784375</th>\n",
       "    <th>0.524166</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>9</th>\n",
       "    <th>0.453674</th>\n",
       "    <th>5.592858</th>\n",
       "    <th>0.796875</th>\n",
       "    <th>0.630209</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>10</th>\n",
       "    <th>0.449815</th>\n",
       "    <th>3.262070</th>\n",
       "    <th>0.790625</th>\n",
       "    <th>0.746528</th>\n",
       "  </tr>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learn.fit_one_cycle(10,1e-2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Total time: 01:09 <p><table style='width:375px; margin-bottom:10px'>\n",
       "  <tr>\n",
       "    <th>epoch</th>\n",
       "    <th>train_loss</th>\n",
       "    <th>valid_loss</th>\n",
       "    <th>accuracy</th>\n",
       "    <th>logloss</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>1</th>\n",
       "    <th>0.401628</th>\n",
       "    <th>8.721392</th>\n",
       "    <th>0.790625</th>\n",
       "    <th>0.921664</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>2</th>\n",
       "    <th>0.441153</th>\n",
       "    <th>1.320229</th>\n",
       "    <th>0.787500</th>\n",
       "    <th>0.803541</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>3</th>\n",
       "    <th>0.411897</th>\n",
       "    <th>0.669040</th>\n",
       "    <th>0.796875</th>\n",
       "    <th>0.561244</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>4</th>\n",
       "    <th>0.420835</th>\n",
       "    <th>1.900934</th>\n",
       "    <th>0.796875</th>\n",
       "    <th>0.620184</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>5</th>\n",
       "    <th>0.423765</th>\n",
       "    <th>5.637692</th>\n",
       "    <th>0.743750</th>\n",
       "    <th>0.903986</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>6</th>\n",
       "    <th>0.405368</th>\n",
       "    <th>1.930288</th>\n",
       "    <th>0.800000</th>\n",
       "    <th>0.653685</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>7</th>\n",
       "    <th>0.390942</th>\n",
       "    <th>0.424685</th>\n",
       "    <th>0.781250</th>\n",
       "    <th>0.424685</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>8</th>\n",
       "    <th>0.392852</th>\n",
       "    <th>1.146723</th>\n",
       "    <th>0.775000</th>\n",
       "    <th>0.724117</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>9</th>\n",
       "    <th>0.406112</th>\n",
       "    <th>0.973818</th>\n",
       "    <th>0.806250</th>\n",
       "    <th>0.807371</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>10</th>\n",
       "    <th>0.398754</th>\n",
       "    <th>0.423954</th>\n",
       "    <th>0.803125</th>\n",
       "    <th>0.423954</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>11</th>\n",
       "    <th>0.405100</th>\n",
       "    <th>1.715044</th>\n",
       "    <th>0.796875</th>\n",
       "    <th>0.679564</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>12</th>\n",
       "    <th>0.385983</th>\n",
       "    <th>2.641878</th>\n",
       "    <th>0.771875</th>\n",
       "    <th>0.884613</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>13</th>\n",
       "    <th>0.401837</th>\n",
       "    <th>12.029448</th>\n",
       "    <th>0.765625</th>\n",
       "    <th>1.152137</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>14</th>\n",
       "    <th>0.406654</th>\n",
       "    <th>2.541834</th>\n",
       "    <th>0.793750</th>\n",
       "    <th>0.926317</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>15</th>\n",
       "    <th>0.381503</th>\n",
       "    <th>3.205660</th>\n",
       "    <th>0.800000</th>\n",
       "    <th>0.774418</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>16</th>\n",
       "    <th>0.367338</th>\n",
       "    <th>5.217105</th>\n",
       "    <th>0.775000</th>\n",
       "    <th>1.265635</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>17</th>\n",
       "    <th>0.391934</th>\n",
       "    <th>5.054449</th>\n",
       "    <th>0.765625</th>\n",
       "    <th>1.510749</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>18</th>\n",
       "    <th>0.388006</th>\n",
       "    <th>3.486325</th>\n",
       "    <th>0.768750</th>\n",
       "    <th>1.398490</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>19</th>\n",
       "    <th>0.364266</th>\n",
       "    <th>2.874369</th>\n",
       "    <th>0.778125</th>\n",
       "    <th>1.155979</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>20</th>\n",
       "    <th>0.387323</th>\n",
       "    <th>2.472288</th>\n",
       "    <th>0.806250</th>\n",
       "    <th>0.649563</th>\n",
       "  </tr>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learn.unfreeze()\n",
    "learn.fit_one_cycle(20,1e-5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [],
   "source": [
    "learnSK = Learner(data,SidekickAlexNet(data.train_ds.c,width=8),metrics=[accuracy,logloss])\n",
    "learnSK.split([learnSK.model.hero,learnSK.model.features[0],learnSK.model.classifier])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "torch.Size([16, 2])"
      ]
     },
     "execution_count": 57,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "learnSK.model(next(iter(data.train_dl))[0]).shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [],
   "source": [
    "learnSK.freeze_to(1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Total time: 01:14 <p><table style='width:375px; margin-bottom:10px'>\n",
       "  <tr>\n",
       "    <th>epoch</th>\n",
       "    <th>train_loss</th>\n",
       "    <th>valid_loss</th>\n",
       "    <th>accuracy</th>\n",
       "    <th>logloss</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>1</th>\n",
       "    <th>0.486228</th>\n",
       "    <th>0.403169</th>\n",
       "    <th>0.821875</th>\n",
       "    <th>0.403169</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>2</th>\n",
       "    <th>0.450465</th>\n",
       "    <th>0.707715</th>\n",
       "    <th>0.631250</th>\n",
       "    <th>0.707715</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>3</th>\n",
       "    <th>0.415396</th>\n",
       "    <th>0.452418</th>\n",
       "    <th>0.781250</th>\n",
       "    <th>0.452418</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>4</th>\n",
       "    <th>0.417829</th>\n",
       "    <th>1.458202</th>\n",
       "    <th>0.506250</th>\n",
       "    <th>1.458202</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>5</th>\n",
       "    <th>0.411181</th>\n",
       "    <th>1.235410</th>\n",
       "    <th>0.559375</th>\n",
       "    <th>1.235410</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>6</th>\n",
       "    <th>0.382128</th>\n",
       "    <th>0.841397</th>\n",
       "    <th>0.556250</th>\n",
       "    <th>0.841397</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>7</th>\n",
       "    <th>0.379635</th>\n",
       "    <th>1.718413</th>\n",
       "    <th>0.603125</th>\n",
       "    <th>1.718413</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>8</th>\n",
       "    <th>0.377921</th>\n",
       "    <th>0.621653</th>\n",
       "    <th>0.731250</th>\n",
       "    <th>0.621653</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>9</th>\n",
       "    <th>0.396330</th>\n",
       "    <th>0.542994</th>\n",
       "    <th>0.678125</th>\n",
       "    <th>0.542994</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>10</th>\n",
       "    <th>0.368237</th>\n",
       "    <th>0.423526</th>\n",
       "    <th>0.762500</th>\n",
       "    <th>0.423526</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>11</th>\n",
       "    <th>0.346674</th>\n",
       "    <th>0.483328</th>\n",
       "    <th>0.781250</th>\n",
       "    <th>0.483328</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>12</th>\n",
       "    <th>0.343848</th>\n",
       "    <th>0.396239</th>\n",
       "    <th>0.809375</th>\n",
       "    <th>0.396239</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>13</th>\n",
       "    <th>0.342136</th>\n",
       "    <th>0.380914</th>\n",
       "    <th>0.812500</th>\n",
       "    <th>0.380914</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>14</th>\n",
       "    <th>0.310857</th>\n",
       "    <th>0.358826</th>\n",
       "    <th>0.828125</th>\n",
       "    <th>0.358826</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>15</th>\n",
       "    <th>0.334148</th>\n",
       "    <th>0.376387</th>\n",
       "    <th>0.834375</th>\n",
       "    <th>0.376387</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>16</th>\n",
       "    <th>0.299311</th>\n",
       "    <th>0.283270</th>\n",
       "    <th>0.875000</th>\n",
       "    <th>0.283270</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>17</th>\n",
       "    <th>0.300934</th>\n",
       "    <th>0.277828</th>\n",
       "    <th>0.887500</th>\n",
       "    <th>0.277828</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>18</th>\n",
       "    <th>0.294768</th>\n",
       "    <th>0.293887</th>\n",
       "    <th>0.862500</th>\n",
       "    <th>0.293887</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>19</th>\n",
       "    <th>0.271211</th>\n",
       "    <th>0.280619</th>\n",
       "    <th>0.887500</th>\n",
       "    <th>0.280619</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>20</th>\n",
       "    <th>0.295251</th>\n",
       "    <th>0.282641</th>\n",
       "    <th>0.887500</th>\n",
       "    <th>0.282640</th>\n",
       "  </tr>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learnSK.fit_one_cycle(20,1e-3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "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": [
    "learnSK.recorder.plot_losses()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "Total time: 00:36 <p><table style='width:375px; margin-bottom:10px'>\n",
       "  <tr>\n",
       "    <th>epoch</th>\n",
       "    <th>train_loss</th>\n",
       "    <th>valid_loss</th>\n",
       "    <th>accuracy</th>\n",
       "    <th>logloss</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>1</th>\n",
       "    <th>0.300769</th>\n",
       "    <th>0.276884</th>\n",
       "    <th>0.871875</th>\n",
       "    <th>0.276884</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>2</th>\n",
       "    <th>0.286123</th>\n",
       "    <th>0.278006</th>\n",
       "    <th>0.890625</th>\n",
       "    <th>0.278006</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>3</th>\n",
       "    <th>0.297537</th>\n",
       "    <th>0.299606</th>\n",
       "    <th>0.856250</th>\n",
       "    <th>0.299606</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>4</th>\n",
       "    <th>0.285355</th>\n",
       "    <th>0.279791</th>\n",
       "    <th>0.881250</th>\n",
       "    <th>0.279791</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>5</th>\n",
       "    <th>0.289923</th>\n",
       "    <th>0.272996</th>\n",
       "    <th>0.875000</th>\n",
       "    <th>0.272996</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>6</th>\n",
       "    <th>0.284687</th>\n",
       "    <th>0.296406</th>\n",
       "    <th>0.859375</th>\n",
       "    <th>0.296405</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>7</th>\n",
       "    <th>0.269735</th>\n",
       "    <th>0.273452</th>\n",
       "    <th>0.890625</th>\n",
       "    <th>0.273452</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>8</th>\n",
       "    <th>0.271881</th>\n",
       "    <th>0.277104</th>\n",
       "    <th>0.881250</th>\n",
       "    <th>0.277104</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>9</th>\n",
       "    <th>0.268190</th>\n",
       "    <th>0.278516</th>\n",
       "    <th>0.893750</th>\n",
       "    <th>0.278516</th>\n",
       "  </tr>\n",
       "  <tr>\n",
       "    <th>10</th>\n",
       "    <th>0.264537</th>\n",
       "    <th>0.282992</th>\n",
       "    <th>0.884375</th>\n",
       "    <th>0.282992</th>\n",
       "  </tr>\n",
       "</table>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "learnSK.fit_one_cycle(10,1e-4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "learnSK.save(\"sz128\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "def gram_matrix(x):\n",
    "    n,c,h,w = x.size()\n",
    "    x = x.view(n, c, -1)\n",
    "    return (x @ x.transpose(1,2))/(c*h*w)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading: \"https://download.pytorch.org/models/vgg16_bn-6c64b313.pth\" to C:\\Users\\lordn/.torch\\models\\vgg16_bn-6c64b313.pth\n",
      "100%|██████████████████████████████████████████████████████████████| 553507836/553507836 [00:25<00:00, 21869771.34it/s]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "([5, 12, 22, 32, 42],\n",
       " [ReLU(inplace), ReLU(inplace), ReLU(inplace), ReLU(inplace), ReLU(inplace)])"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "base_loss = F.l1_loss\n",
    "vgg_m = models.vgg16_bn(True).features.cuda().eval()\n",
    "requires_grad(vgg_m, False)\n",
    "blocks = [i-1 for i,o in enumerate(children(vgg_m)) if isinstance(o,nn.MaxPool2d)]\n",
    "blocks, [vgg_m[i] for i in blocks]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "class FeatureLoss(nn.Module):\n",
    "    def __init__(self, m_feat, layer_ids, layer_wgts):\n",
    "        super().__init__()\n",
    "        self.m_feat = m_feat\n",
    "        self.loss_features = [self.m_feat[i] for i in layer_ids]\n",
    "        self.hooks = fastai.callbacks.hook_outputs(self.loss_features, detach=False)\n",
    "        self.wgts = layer_wgts\n",
    "        self.metric_names = ['pixel',] + [f'feat_{i}' for i in range(len(layer_ids))\n",
    "              ] + [f'gram_{i}' for i in range(len(layer_ids))]\n",
    "\n",
    "    def make_features(self, x, clone=False):\n",
    "        self.m_feat(x)\n",
    "        return [(o.clone() if clone else o) for o in self.hooks.stored]\n",
    "    \n",
    "    def forward(self, input, target):\n",
    "        out_feat = self.make_features(target, clone=True)\n",
    "        in_feat = self.make_features(input)\n",
    "        self.feat_losses = [base_loss(input,target)]\n",
    "        self.feat_losses += [base_loss(f_in, f_out)*w\n",
    "                             for f_in, f_out, w in zip(in_feat, out_feat, self.wgts)]\n",
    "        self.feat_losses += [base_loss(gram_matrix(f_in), gram_matrix(f_out))*w**2 * 5e3\n",
    "                             for f_in, f_out, w in zip(in_feat, out_feat, self.wgts)]\n",
    "        self.metrics = dict(zip(self.metric_names, self.feat_losses))\n",
    "        return sum(self.feat_losses)\n",
    "    \n",
    "    def __del__(self): self.hooks.remove()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "feat_loss = FeatureLoss(vgg_m, blocks[2:5], [5,15,2])"
   ]
  }
 ],
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