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Created March 23, 2022 07:32
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MNUnetModel.ipynb
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"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/moarshy/0b1edde8afd538e5073fb771b2753315/mnunetmodel.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"source": [
"!pip install timm fastai -Uqq"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "cJ_Y_aOreCYt",
"outputId": "bdc1576e-a1fa-4618-9123-e69fd9b926be"
},
"execution_count": 1,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"\u001b[K |████████████████████████████████| 431 kB 4.0 MB/s \n",
"\u001b[K |████████████████████████████████| 189 kB 45.0 MB/s \n",
"\u001b[K |████████████████████████████████| 55 kB 3.9 MB/s \n",
"\u001b[?25h"
]
}
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {
"id": "ynxvBvjJMH8F"
},
"outputs": [],
"source": [
"import torch\n",
"import torch.nn as nn\n",
"import torch.nn.functional as F\n",
"\n",
"import timm\n",
"from timm import create_model\n",
"from timm.models.efficientnet_blocks import DepthwiseSeparableConv\n",
"\n",
"from fastai.vision.all import *\n",
"from fastai.callback.all import *"
]
},
{
"cell_type": "markdown",
"source": [
"In this notebook,\n",
"- [x] Implement this [paper](https://openaccess.thecvf.com/content/CVPR2021W/MAI/papers/Zhang_A_Simple_Baseline_for_Fast_and_Accurate_Depth_Estimation_on_CVPRW_2021_paper.pdf)\n",
"- [x] Train using knowledge distillation\n"
],
"metadata": {
"id": "QBoa9XfUjYsV"
}
},
{
"cell_type": "markdown",
"source": [
"**The paper abstract**\n",
"\n",
"![image.png](data:image/png;base64,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) "
],
"metadata": {
"id": "UseLzzkckySY"
}
},
{
"cell_type": "markdown",
"source": [
"**The architecture**\n",
"![image.png](data:image/png;base64,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)"
],
"metadata": {
"id": "k5lA8zzHk-z9"
}
},
{
"cell_type": "code",
"source": [
"# Some codes are based off https://gist.github.com/rwightman/f8b24f4e6f5504aba03e999e02460d31\n",
"\n",
"class Conv2dBnAct(nn.Module):\n",
" def __init__(self, \n",
" in_channels, \n",
" out_channels, \n",
" kernel_size, \n",
" padding=0,\n",
" stride=1, \n",
" act_layer=nn.ReLU, \n",
" norm_layer=nn.BatchNorm2d\n",
" ):\n",
" super().__init__()\n",
" self.conv = nn.Conv2d(in_channels, out_channels, kernel_size, stride=stride, padding=padding, bias=False)\n",
" self.bn = norm_layer(out_channels)\n",
" self.act = act_layer(inplace=True)\n",
"\n",
" def forward(self, x):\n",
" x = self.conv(x)\n",
" x = self.bn(x)\n",
" x = self.act(x)\n",
" return x\n",
"\n",
"\n",
"class FeatureFusionModule(nn.Module):\n",
" def __init__(self, \n",
" enc_in_channels, # Encoder in channels\n",
" enc_out_channels, # Encoder out channels\n",
" dec_in_channels, # Decoder in channels\n",
" out_channels, # Final out channels\n",
" ):\n",
" super().__init__()\n",
" #encoderoutput\n",
" self.enc_conv1 = nn.Conv2d(enc_in_channels, enc_out_channels, kernel_size=1, stride=1, padding='same')\n",
" self.enc_up = nn.ConvTranspose2d(enc_out_channels, enc_out_channels, kernel_size=1)\n",
" self.enc_dconv = DepthwiseSeparableConv(enc_out_channels, enc_out_channels)\n",
" self.enc_conv2 = nn.Conv2d(enc_out_channels, enc_out_channels, kernel_size=1, stride=1, padding='same')\n",
" \n",
" #decoderoutput\n",
" self.dec_dconv = DepthwiseSeparableConv(enc_out_channels+dec_in_channels, enc_out_channels+dec_in_channels)\n",
" self.dec_conv1 = nn.Conv2d(enc_out_channels+dec_in_channels, out_channels, kernel_size=1, stride=1, padding='same')\n",
"\n",
"\n",
" def forward(self, enc_x, dec_x):\n",
" enc_x = self.enc_conv1(enc_x)\n",
" enc_x = self.enc_up(enc_x)\n",
" enc_x = self.enc_dconv(enc_x)\n",
" enc_x = self.enc_conv2(enc_x)\n",
" \n",
" x = torch.cat([enc_x, dec_x], dim=1)\n",
"\n",
" dec_x = self.dec_dconv(x)\n",
" dec_x = self.dec_conv1(dec_x)\n",
" \n",
" return dec_x\n",
"\n",
"\n",
"class DecoderBlock(nn.Module):\n",
" def __init__(self, \n",
" enc_channels,\n",
" dec_prev_channels, \n",
" dec_channels,\n",
" act_layer=nn.ReLU, \n",
" norm_layer=nn.BatchNorm2d,\n",
" ffm=True,\n",
" ):\n",
" super().__init__()\n",
" conv_args = dict(kernel_size=3, padding=1, act_layer=act_layer)\n",
" self.ffm = ffm\n",
" \n",
" if ffm:\n",
" self.ffm = FeatureFusionModule(enc_channels, enc_channels, dec_prev_channels, dec_channels)\n",
"\n",
" self.conv1 = Conv2dBnAct(enc_channels, dec_channels, norm_layer=norm_layer, **conv_args)\n",
" self.conv2 = Conv2dBnAct(dec_channels, dec_channels, norm_layer=norm_layer, **conv_args)\n",
" \n",
"\n",
" def forward(self, x_enc, x_dec):\n",
" if self.ffm:\n",
" x = self.ffm(x_enc, x_dec)\n",
"\n",
" x = F.interpolate(x_enc, scale_factor=2, mode='nearest')\n",
"\n",
" x = self.conv1(x)\n",
" x = self.conv2(x)\n",
"\n",
" return x\n",
"\n",
"\n",
"class UnetDecoder(nn.Module):\n",
"\n",
" def __init__(self,\n",
" encoder_channels,\n",
" decoder_channels=(256, 128, 64, 32, 16),\n",
" final_channels=3,\n",
" norm_layer=nn.BatchNorm2d,\n",
" ):\n",
" super().__init__()\n",
"\n",
" self.decoders = nn.ModuleList()\n",
" for i, (e_ch, d_ch) in enumerate(zip(encoder_channels, decoder_channels)):\n",
" if i== 0:\n",
" self.decoders.append(DecoderBlock(enc_channels=e_ch, \n",
" dec_prev_channels=None, \n",
" dec_channels=d_ch,\n",
" act_layer=nn.ReLU, \n",
" norm_layer=nn.BatchNorm2d,\n",
" ffm=False,\n",
" ))\n",
"\n",
" else:\n",
" self.decoders.append(DecoderBlock(enc_channels=e_ch, \n",
" dec_prev_channels=decoder_channels[i-1], \n",
" dec_channels=d_ch,\n",
" act_layer=nn.ReLU, \n",
" norm_layer=nn.BatchNorm2d,\n",
" ffm=True,\n",
" ))\n",
"\n",
" self.final_conv = nn.Conv2d(decoder_channels[-1], final_channels, kernel_size=(1, 1))\n",
" self.tensor_base = ToTensorBase()\n",
" self._init_weight()\n",
"\n",
" def _init_weight(self):\n",
" for m in self.modules():\n",
" if isinstance(m, nn.Conv2d):\n",
" torch.nn.init.kaiming_normal_(m.weight)\n",
" elif isinstance(m, nn.BatchNorm2d):\n",
" m.weight.data.fill_(1)\n",
" m.bias.data.zero_()\n",
"\n",
"\n",
" def forward(self, x):\n",
" enc_outs_r = x\n",
" dec_out = None\n",
" for i, each in enumerate(self.decoders):\n",
" dec_out = each(enc_outs_r[i], dec_out)\n",
" x = self.final_conv(dec_out)\n",
" x = self.tensor_base(x)\n",
" return x\n",
"\n",
"\n",
"class Unet(nn.Module):\n",
" def __init__(self,\n",
" backbone='resnet50',\n",
" backbone_kwargs=None,\n",
" backbone_indices=None,\n",
" decoder_use_batchnorm=True,\n",
" decoder_channels=(256, 128, 64, 32, 16),\n",
" in_chans=3,\n",
" num_classes=3,\n",
" norm_layer=nn.BatchNorm2d,\n",
" pretrained=True,\n",
" ):\n",
" super().__init__()\n",
" backbone_kwargs = backbone_kwargs or {}\n",
" # NOTE some models need different backbone indices specified based on the alignment of features\n",
" # and some models won't have a full enough range of feature strides to work properly.\n",
" encoder = create_model(\n",
" backbone, features_only=True, out_indices=backbone_indices, in_chans=in_chans,\n",
" pretrained=pretrained, **backbone_kwargs)\n",
" encoder_channels = encoder.feature_info.channels()[::-1]\n",
" self.encoder = encoder\n",
"\n",
" self.decoder = UnetDecoder(\n",
" encoder_channels=encoder_channels,\n",
" decoder_channels=decoder_channels,\n",
" final_channels=num_classes,\n",
" norm_layer=norm_layer,\n",
" )\n",
"\n",
" def forward(self, x: torch.Tensor):\n",
" x = self.encoder(x)\n",
" x.reverse() # torchscript doesn't work with [::-1]\n",
" x = self.decoder(x)\n",
" return x"
],
"metadata": {
"id": "t0IVmDv-BZsN"
},
"execution_count": 24,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"# Test individuals"
],
"metadata": {
"id": "nl_Y1QW9OsZR"
}
},
{
"cell_type": "code",
"source": [
"model = Unet('mobilenetv3_rw')"
],
"metadata": {
"id": "acc4eR-HNati"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"o = model(torch.randn(2,3,128,160))"
],
"metadata": {
"id": "JMxOElmXNyfJ"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"o.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "s5ITHIt_N3Za",
"outputId": "985af779-f5a7-4c0e-aded-398b5cce175f"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 3, 128, 160])"
]
},
"metadata": {},
"execution_count": 10
}
]
},
{
"cell_type": "code",
"source": [
"encoder = create_model(\n",
" 'mobilenetv3_rw', features_only=True, out_indices=None, in_chans=3,\n",
" pretrained=True,)"
],
"metadata": {
"id": "d6nwuci0vEJi"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"enc_outs = encoder(torch.randn(2, 3, 128, 160))\n",
"enc_outs_r = enc_outs[::-1]"
],
"metadata": {
"id": "cpIXAnerTZ_v"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"for e in enc_outs:\n",
" print(e.shape)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "oAE8LNQQTqwG",
"outputId": "512ff956-62a4-4bd1-ad36-25c4bd418ef7"
},
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"torch.Size([2, 16, 64, 80])\n",
"torch.Size([2, 24, 32, 40])\n",
"torch.Size([2, 40, 16, 20])\n",
"torch.Size([2, 112, 8, 10])\n",
"torch.Size([2, 960, 4, 5])\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"enc_channels = encoder.feature_info.channels()[::-1]; enc_channels"
],
"metadata": {
"id": "YhvGiHYNNgcH",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "acf5e4d3-7f1e-4332-a7ad-08ae84ee10ef"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"[960, 112, 40, 24, 16]"
]
},
"metadata": {},
"execution_count": 159
}
]
},
{
"cell_type": "code",
"source": [
"dec_channels = [256, 128, 64, 32, 16]"
],
"metadata": {
"id": "yOoZwawcNvaD"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec1 = DecoderBlock(enc_channels[0], \n",
" None, \n",
" dec_channels[0],\n",
" ffm=False)"
],
"metadata": {
"id": "oZLm9YwkODQv"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec1_out = dec1(enc_outs_r[0], None)"
],
"metadata": {
"id": "3h-2jsN2OVNO"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec1_out.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "oE-X8RKNOl8e",
"outputId": "51ccf30e-782d-462f-fcfc-28a0b8347e7b"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 256, 8, 10])"
]
},
"metadata": {},
"execution_count": 163
}
]
},
{
"cell_type": "code",
"source": [
"dec2 = DecoderBlock(enc_channels[1], \n",
" dec_channels[1-1], \n",
" dec_channels[1],\n",
" ffm=True)"
],
"metadata": {
"id": "uchSrgNlwUg5"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec2_out = dec2(enc_outs_r[1], dec1_out)"
],
"metadata": {
"id": "PTGDO0ooweXJ"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec2_out.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "2iqQyBVvwpFx",
"outputId": "3c1e185f-2d82-49ae-92b8-64d52000c875"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 128, 16, 20])"
]
},
"metadata": {},
"execution_count": 154
}
]
},
{
"cell_type": "code",
"source": [
"dec3 = DecoderBlock(enc_channels[2], \n",
" dec_channels[2-1], \n",
" dec_channels[2],\n",
" ffm=True)"
],
"metadata": {
"id": "YI38w3tCwq9K"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec3_out = dec3(enc_outs_r[2], dec2_out)"
],
"metadata": {
"id": "Id5PcFlDw4M6"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec3_out.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "QR3fRqsh1Hrx",
"outputId": "76152af4-972f-45c9-c5d1-dcc795edec2a"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 64, 32, 40])"
]
},
"metadata": {},
"execution_count": 169
}
]
},
{
"cell_type": "code",
"source": [
"dec4 = DecoderBlock(enc_channels[3], \n",
" dec_channels[3-1], \n",
" dec_channels[3],\n",
" ffm=True)"
],
"metadata": {
"id": "ytatkui20UNi"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec4_out = dec4(enc_outs_r[3], dec3_out)"
],
"metadata": {
"id": "0YxQrVnB0dDl"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec4_out.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "2G3Uht6T1Kbi",
"outputId": "7df41391-e29d-4c2f-ffa9-439f7033717d"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 32, 64, 80])"
]
},
"metadata": {},
"execution_count": 172
}
]
},
{
"cell_type": "code",
"source": [
"dec5 = DecoderBlock(enc_channels[4], \n",
" dec_channels[4-1], \n",
" dec_channels[4],\n",
" ffm=True)"
],
"metadata": {
"id": "dITgOOl81QcL"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec5_out = dec5(enc_outs_r[4], dec4_out)"
],
"metadata": {
"id": "LqHdur5d1WCI"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec5_out.shape"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "s1SuPses1dKL",
"outputId": "3c23592b-b428-43df-ea7c-6335f7ddd58b"
},
"execution_count": null,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"torch.Size([2, 16, 128, 160])"
]
},
"metadata": {},
"execution_count": 175
}
]
},
{
"cell_type": "code",
"source": [
""
],
"metadata": {
"id": "VzKVZSeTPXx0"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dec = UnetDecoder(enc_channels)"
],
"metadata": {
"id": "HCu10Ce_jhrj"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
"x = dec(enc_outs_r)"
],
"metadata": {
"id": "QSZ27lM3jr7L"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "code",
"source": [
""
],
"metadata": {
"id": "9QPdsDft2SrY"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"# Test Unet training"
],
"metadata": {
"id": "axnPMcaJOvGp"
}
},
{
"cell_type": "code",
"source": [
"path = untar_data(URLs.CAMVID)\n",
"path.ls()"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "QJjxTv5xOxNF",
"outputId": "a72a4983-fd95-44e6-dd81-b3eddd77291b"
},
"execution_count": 25,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"(#4) [Path('/root/.fastai/data/camvid/codes.txt'),Path('/root/.fastai/data/camvid/images'),Path('/root/.fastai/data/camvid/valid.txt'),Path('/root/.fastai/data/camvid/labels')]"
]
},
"metadata": {},
"execution_count": 25
}
]
},
{
"cell_type": "code",
"source": [
"codes = np.loadtxt(path/'codes.txt', dtype=str)\n",
"codes"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "PCkr63ykO-LR",
"outputId": "b1c7586b-9e84-4d89-9c19-7cf98384e74a"
},
"execution_count": 26,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"array(['Animal', 'Archway', 'Bicyclist', 'Bridge', 'Building', 'Car',\n",
" 'CartLuggagePram', 'Child', 'Column_Pole', 'Fence', 'LaneMkgsDriv',\n",
" 'LaneMkgsNonDriv', 'Misc_Text', 'MotorcycleScooter', 'OtherMoving',\n",
" 'ParkingBlock', 'Pedestrian', 'Road', 'RoadShoulder', 'Sidewalk',\n",
" 'SignSymbol', 'Sky', 'SUVPickupTruck', 'TrafficCone',\n",
" 'TrafficLight', 'Train', 'Tree', 'Truck_Bus', 'Tunnel',\n",
" 'VegetationMisc', 'Void', 'Wall'], dtype='<U17')"
]
},
"metadata": {},
"execution_count": 26
}
]
},
{
"cell_type": "code",
"source": [
"fnames = get_image_files(path/\"images\")"
],
"metadata": {
"id": "dKQMJJ80PJwY"
},
"execution_count": 27,
"outputs": []
},
{
"cell_type": "code",
"source": [
"def label_func(fn): return path/\"labels\"/f\"{fn.stem}_P{fn.suffix}\""
],
"metadata": {
"id": "9SZzi4m6PMpS"
},
"execution_count": 28,
"outputs": []
},
{
"cell_type": "code",
"source": [
"name2id = {v:k for k,v in enumerate(codes)}\n",
"void_code = name2id['Void']\n",
"def acc_camvid(inp, targ):\n",
" targ = targ.squeeze(1)\n",
" mask = targ != void_code\n",
" return np.mean(inp.argmax(dim=1)[mask].cpu().numpy()==targ[mask].cpu().numpy())"
],
"metadata": {
"id": "lU6X1jDGQExa"
},
"execution_count": 29,
"outputs": []
},
{
"cell_type": "code",
"source": [
"dls = SegmentationDataLoaders.from_label_func(path, \n",
" bs=8, \n",
" fnames = fnames, \n",
" label_func = label_func, \n",
" codes = codes,\n",
" item_tfms=Resize((128, 160)))"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "bj7NRyDCPNjl",
"outputId": "939b58d5-9db2-429e-dc88-c12f2a1220c3"
},
"execution_count": 30,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"## with Dice Loss"
],
"metadata": {
"id": "vWuMb0ExqbSM"
}
},
{
"cell_type": "code",
"source": [
"model = Unet('mobilenetv3_rw',\n",
" num_classes=32)\n",
"\n",
"learn = Learner(dls, \n",
" model,\n",
" loss_func=DiceLoss(),\n",
" metrics=acc_camvid)"
],
"metadata": {
"id": "Utq5Utm0PQA0",
"colab": {
"base_uri": "https://localhost:8080/"
},
"outputId": "2b494288-aaf0-4463-a33d-86ace3ea2ce9"
},
"execution_count": 12,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"Downloading: \"https://github.com/rwightman/pytorch-image-models/releases/download/v0.1-weights/mobilenetv3_100-35495452.pth\" to /root/.cache/torch/hub/checkpoints/mobilenetv3_100-35495452.pth\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"learn.fit_one_cycle(10, 1e-3)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 418
},
"id": "RQkxMCbWQTgR",
"outputId": "6d31edfb-ed01-4f7c-a434-8fac551ec433"
},
"execution_count": 13,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
"<style>\n",
" /* Turns off some styling */\n",
" progress {\n",
" /* gets rid of default border in Firefox and Opera. */\n",
" border: none;\n",
" /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
" background-size: auto;\n",
" }\n",
" .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
" background: #F44336;\n",
" }\n",
"</style>\n"
]
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: left;\">\n",
" <th>epoch</th>\n",
" <th>train_loss</th>\n",
" <th>valid_loss</th>\n",
" <th>acc_camvid</th>\n",
" <th>time</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <td>0</td>\n",
" <td>252.215271</td>\n",
" <td>246.689651</td>\n",
" <td>0.183169</td>\n",
" <td>00:28</td>\n",
" </tr>\n",
" <tr>\n",
" <td>1</td>\n",
" <td>245.648544</td>\n",
" <td>237.859009</td>\n",
" <td>0.438296</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>2</td>\n",
" <td>240.166595</td>\n",
" <td>233.821426</td>\n",
" <td>0.527989</td>\n",
" <td>00:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>3</td>\n",
" <td>236.032440</td>\n",
" <td>230.155685</td>\n",
" <td>0.579975</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>4</td>\n",
" <td>232.820297</td>\n",
" <td>227.664886</td>\n",
" <td>0.598176</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>5</td>\n",
" <td>230.536667</td>\n",
" <td>226.120468</td>\n",
" <td>0.612691</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>6</td>\n",
" <td>229.252609</td>\n",
" <td>225.270096</td>\n",
" <td>0.618059</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>7</td>\n",
" <td>228.376007</td>\n",
" <td>224.750214</td>\n",
" <td>0.621125</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>8</td>\n",
" <td>227.940201</td>\n",
" <td>224.663452</td>\n",
" <td>0.622177</td>\n",
" <td>00:26</td>\n",
" </tr>\n",
" <tr>\n",
" <td>9</td>\n",
" <td>227.806488</td>\n",
" <td>224.604568</td>\n",
" <td>0.624282</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
]
},
"metadata": {}
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"learn.summary()"
],
"metadata": {
"id": "L53Vk3fCZKDE"
},
"execution_count": null,
"outputs": []
},
{
"cell_type": "markdown",
"source": [
"## with CrossEntropy loss"
],
"metadata": {
"id": "tF_pW798qdgI"
}
},
{
"cell_type": "code",
"source": [
"model = Unet('mobilenetv3_rw',\n",
" num_classes=32)\n",
"\n",
"learn = Learner(dls, \n",
" model,\n",
" metrics=acc_camvid)"
],
"metadata": {
"id": "ZSLhn68ZmkmZ"
},
"execution_count": 31,
"outputs": []
},
{
"cell_type": "code",
"source": [
"learn.fit_one_cycle(25, 1e-3)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 888
},
"id": "qLJF8V6zmrs3",
"outputId": "5adf8515-9496-4f3a-be10-2ccbe7952a43"
},
"execution_count": 32,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
"<style>\n",
" /* Turns off some styling */\n",
" progress {\n",
" /* gets rid of default border in Firefox and Opera. */\n",
" border: none;\n",
" /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
" background-size: auto;\n",
" }\n",
" .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
" background: #F44336;\n",
" }\n",
"</style>\n"
]
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: left;\">\n",
" <th>epoch</th>\n",
" <th>train_loss</th>\n",
" <th>valid_loss</th>\n",
" <th>acc_camvid</th>\n",
" <th>time</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <td>0</td>\n",
" <td>3.952452</td>\n",
" <td>3.837103</td>\n",
" <td>0.009524</td>\n",
" <td>00:33</td>\n",
" </tr>\n",
" <tr>\n",
" <td>1</td>\n",
" <td>3.651547</td>\n",
" <td>3.323963</td>\n",
" <td>0.034026</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>2</td>\n",
" <td>3.141333</td>\n",
" <td>2.725803</td>\n",
" <td>0.219234</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>3</td>\n",
" <td>2.604731</td>\n",
" <td>2.217971</td>\n",
" <td>0.475758</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>4</td>\n",
" <td>2.168982</td>\n",
" <td>1.879862</td>\n",
" <td>0.516642</td>\n",
" <td>00:29</td>\n",
" </tr>\n",
" <tr>\n",
" <td>5</td>\n",
" <td>1.846897</td>\n",
" <td>1.635621</td>\n",
" <td>0.553690</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>6</td>\n",
" <td>1.600007</td>\n",
" <td>1.454400</td>\n",
" <td>0.619151</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>7</td>\n",
" <td>1.441168</td>\n",
" <td>1.355009</td>\n",
" <td>0.629975</td>\n",
" <td>00:28</td>\n",
" </tr>\n",
" <tr>\n",
" <td>8</td>\n",
" <td>1.343089</td>\n",
" <td>1.295351</td>\n",
" <td>0.633226</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>9</td>\n",
" <td>1.287046</td>\n",
" <td>1.254252</td>\n",
" <td>0.639729</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>10</td>\n",
" <td>1.246888</td>\n",
" <td>1.224334</td>\n",
" <td>0.643034</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>11</td>\n",
" <td>1.220407</td>\n",
" <td>1.203212</td>\n",
" <td>0.646837</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>12</td>\n",
" <td>1.192617</td>\n",
" <td>1.186723</td>\n",
" <td>0.649282</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>13</td>\n",
" <td>1.178188</td>\n",
" <td>1.172160</td>\n",
" <td>0.654529</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>14</td>\n",
" <td>1.167311</td>\n",
" <td>1.163162</td>\n",
" <td>0.654595</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>15</td>\n",
" <td>1.166651</td>\n",
" <td>1.157911</td>\n",
" <td>0.654737</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>16</td>\n",
" <td>1.148694</td>\n",
" <td>1.148224</td>\n",
" <td>0.660711</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>17</td>\n",
" <td>1.145139</td>\n",
" <td>1.146453</td>\n",
" <td>0.659014</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>18</td>\n",
" <td>1.135504</td>\n",
" <td>1.138023</td>\n",
" <td>0.661375</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>19</td>\n",
" <td>1.139854</td>\n",
" <td>1.135780</td>\n",
" <td>0.661414</td>\n",
" <td>00:28</td>\n",
" </tr>\n",
" <tr>\n",
" <td>20</td>\n",
" <td>1.132565</td>\n",
" <td>1.136258</td>\n",
" <td>0.660869</td>\n",
" <td>00:28</td>\n",
" </tr>\n",
" <tr>\n",
" <td>21</td>\n",
" <td>1.126904</td>\n",
" <td>1.133178</td>\n",
" <td>0.661520</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>22</td>\n",
" <td>1.126309</td>\n",
" <td>1.132679</td>\n",
" <td>0.663100</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>23</td>\n",
" <td>1.129516</td>\n",
" <td>1.131822</td>\n",
" <td>0.663083</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" <tr>\n",
" <td>24</td>\n",
" <td>1.132021</td>\n",
" <td>1.131812</td>\n",
" <td>0.662620</td>\n",
" <td>00:27</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
]
},
"metadata": {}
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n"
]
}
]
},
{
"cell_type": "markdown",
"source": [
"# fastai unet-resnet34 performance"
],
"metadata": {
"id": "ZlkdkgOAjTGP"
}
},
{
"cell_type": "code",
"source": [
"teacher_learn = unet_learner(dls, \n",
" resnet101, \n",
" metrics=acc_camvid)"
],
"metadata": {
"id": "sy8eP1xjbI4h",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 121,
"referenced_widgets": [
"8eb841b4c62b4042bd9a5af15342c012",
"dd011ba65aa04664bd63eb8f79ca29c8",
"46490715f4934745aa454ae8e119f40d",
"f7444e1bb42a4c6f913e05514445ce59",
"cd7643d9744340ec99319a52c2faf2c9",
"a1860ff990b042a5b50f87066e30bb9b",
"18da3006e55d432d9038da4f74558e4f",
"5ca90a8d4e0c4be3888dbccafe6aafce",
"56aa6084019b49b1ad09c0f1aaabdf01",
"e43806d23dad4c86afb2428ce56504b3",
"4eec62679381415ab632253d8f043108"
]
},
"outputId": "f3d18777-eb58-4522-e37d-04532869eb1c"
},
"execution_count": 34,
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n",
"Downloading: \"https://download.pytorch.org/models/resnet101-63fe2227.pth\" to /root/.cache/torch/hub/checkpoints/resnet101-63fe2227.pth\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": [
" 0%| | 0.00/171M [00:00<?, ?B/s]"
],
"application/vnd.jupyter.widget-view+json": {
"version_major": 2,
"version_minor": 0,
"model_id": "8eb841b4c62b4042bd9a5af15342c012"
}
},
"metadata": {}
}
]
},
{
"cell_type": "code",
"source": [
"teacher_learn.fit_one_cycle(10, 1e-3)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 418
},
"id": "ojFW8MxuouxA",
"outputId": "06e9580e-f19b-4a31-ce60-63b522b03020"
},
"execution_count": 35,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
"<style>\n",
" /* Turns off some styling */\n",
" progress {\n",
" /* gets rid of default border in Firefox and Opera. */\n",
" border: none;\n",
" /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
" background-size: auto;\n",
" }\n",
" .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
" background: #F44336;\n",
" }\n",
"</style>\n"
]
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: left;\">\n",
" <th>epoch</th>\n",
" <th>train_loss</th>\n",
" <th>valid_loss</th>\n",
" <th>acc_camvid</th>\n",
" <th>time</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <td>0</td>\n",
" <td>1.079316</td>\n",
" <td>1.945745</td>\n",
" <td>0.791928</td>\n",
" <td>02:54</td>\n",
" </tr>\n",
" <tr>\n",
" <td>1</td>\n",
" <td>1.672722</td>\n",
" <td>3.414593</td>\n",
" <td>0.467281</td>\n",
" <td>02:33</td>\n",
" </tr>\n",
" <tr>\n",
" <td>2</td>\n",
" <td>2.836250</td>\n",
" <td>1.068983</td>\n",
" <td>0.708052</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>3</td>\n",
" <td>1.262702</td>\n",
" <td>1.077650</td>\n",
" <td>0.819915</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>4</td>\n",
" <td>0.755539</td>\n",
" <td>0.741171</td>\n",
" <td>0.839445</td>\n",
" <td>02:30</td>\n",
" </tr>\n",
" <tr>\n",
" <td>5</td>\n",
" <td>0.586151</td>\n",
" <td>0.615320</td>\n",
" <td>0.857607</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>6</td>\n",
" <td>0.495401</td>\n",
" <td>0.540893</td>\n",
" <td>0.869873</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>7</td>\n",
" <td>0.429804</td>\n",
" <td>0.520235</td>\n",
" <td>0.879431</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>8</td>\n",
" <td>0.395290</td>\n",
" <td>0.510423</td>\n",
" <td>0.879006</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" <tr>\n",
" <td>9</td>\n",
" <td>0.374698</td>\n",
" <td>0.482728</td>\n",
" <td>0.882320</td>\n",
" <td>02:31</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
]
},
"metadata": {}
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
"teacher_learn.loss_func"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "_ZMICwZzo0MN",
"outputId": "659ea2c1-8cc6-4aaa-8776-95e17d8c9e02"
},
"execution_count": 36,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"FlattenedLoss of CrossEntropyLoss()"
]
},
"metadata": {},
"execution_count": 36
}
]
},
{
"cell_type": "markdown",
"source": [
"# Knowledge Distillation"
],
"metadata": {
"id": "IVvuN2gEqjv6"
}
},
{
"cell_type": "code",
"source": [
"class DistillationLoss(nn.Module):\n",
" def __init__(self):\n",
" super(DistillationLoss, self).__init__()\n",
" self.distillation_loss = nn.KLDivLoss(reduction='batchmean')\n",
" \n",
" def forward(self,\n",
" student_preds, \n",
" teacher_preds, \n",
" acutal_target, \n",
" T, \n",
" alpha\n",
" ):\n",
"\n",
" return self.distillation_loss(F.softmax(student_preds / T, dim=1).reshape(-1),\n",
" F.softmax(teacher_preds / T, dim=1).reshape(-1))\n",
" \n",
"\n",
"\n",
"class KnowledgeDistillation(Callback):\n",
" def __init__(self, \n",
" teacher:Learner, \n",
" T:float=20., \n",
" a:float=0.7):\n",
" super(KnowledgeDistillation, self).__init__()\n",
" self.teacher = teacher\n",
" self.T, self.a = T, a\n",
" self.distillation_loss = DistillationLoss()\n",
" \n",
" def after_loss(self):\n",
" teacher_preds = self.teacher.model(self.learn.xb[0])\n",
" student_loss = self.learn.loss_grad * self.a\n",
" distillation_loss = self.distillation_loss(self.learn.pred, # Student preds\n",
" teacher_preds, # Teacher preds\n",
" self.learn.yb, # Ground truth\n",
" self.T, \n",
" self.a) * (1 - self.a)\n",
" self.learn.loss_grad = student_loss + distillation_loss"
],
"metadata": {
"id": "f1IO5Vw4tPXX"
},
"execution_count": 37,
"outputs": []
},
{
"cell_type": "code",
"source": [
"model = Unet('mobilenetv3_rw',\n",
" num_classes=32)\n",
"\n",
"student_learn = Learner(dls, \n",
" model,\n",
" metrics=acc_camvid,\n",
" cbs=[KnowledgeDistillation(teacher=teacher_learn)])"
],
"metadata": {
"id": "Si1Zl_2uy43B"
},
"execution_count": 38,
"outputs": []
},
{
"cell_type": "code",
"source": [
"student_learn.fit_one_cycle(25, 1e-3)"
],
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 888
},
"id": "QjXcKthW0B4t",
"outputId": "3aaf9f7b-5598-433e-8d36-f20d44a06b57"
},
"execution_count": 39,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"\n",
"<style>\n",
" /* Turns off some styling */\n",
" progress {\n",
" /* gets rid of default border in Firefox and Opera. */\n",
" border: none;\n",
" /* Needs to be in here for Safari polyfill so background images work as expected. */\n",
" background-size: auto;\n",
" }\n",
" .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n",
" background: #F44336;\n",
" }\n",
"</style>\n"
]
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<IPython.core.display.HTML object>"
],
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: left;\">\n",
" <th>epoch</th>\n",
" <th>train_loss</th>\n",
" <th>valid_loss</th>\n",
" <th>acc_camvid</th>\n",
" <th>time</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <td>0</td>\n",
" <td>4.149306</td>\n",
" <td>4.083494</td>\n",
" <td>0.012385</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>1</td>\n",
" <td>3.843522</td>\n",
" <td>3.565912</td>\n",
" <td>0.096796</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>2</td>\n",
" <td>3.263084</td>\n",
" <td>2.797809</td>\n",
" <td>0.369143</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>3</td>\n",
" <td>2.626706</td>\n",
" <td>2.134217</td>\n",
" <td>0.512857</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>4</td>\n",
" <td>2.120926</td>\n",
" <td>1.793929</td>\n",
" <td>0.577740</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>5</td>\n",
" <td>1.782979</td>\n",
" <td>1.582902</td>\n",
" <td>0.600909</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>6</td>\n",
" <td>1.565306</td>\n",
" <td>1.450105</td>\n",
" <td>0.618120</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>7</td>\n",
" <td>1.431738</td>\n",
" <td>1.363392</td>\n",
" <td>0.626684</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>8</td>\n",
" <td>1.350202</td>\n",
" <td>1.306182</td>\n",
" <td>0.632427</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>9</td>\n",
" <td>1.291344</td>\n",
" <td>1.265584</td>\n",
" <td>0.640540</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>10</td>\n",
" <td>1.253604</td>\n",
" <td>1.234486</td>\n",
" <td>0.646430</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>11</td>\n",
" <td>1.225404</td>\n",
" <td>1.220467</td>\n",
" <td>0.650743</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>12</td>\n",
" <td>1.201750</td>\n",
" <td>1.195458</td>\n",
" <td>0.652415</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>13</td>\n",
" <td>1.185998</td>\n",
" <td>1.175060</td>\n",
" <td>0.658728</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>14</td>\n",
" <td>1.171920</td>\n",
" <td>1.162316</td>\n",
" <td>0.664814</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>15</td>\n",
" <td>1.160010</td>\n",
" <td>1.154163</td>\n",
" <td>0.666426</td>\n",
" <td>02:24</td>\n",
" </tr>\n",
" <tr>\n",
" <td>16</td>\n",
" <td>1.153085</td>\n",
" <td>1.149265</td>\n",
" <td>0.667741</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>17</td>\n",
" <td>1.141003</td>\n",
" <td>1.143118</td>\n",
" <td>0.670634</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>18</td>\n",
" <td>1.138742</td>\n",
" <td>1.137632</td>\n",
" <td>0.671683</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>19</td>\n",
" <td>1.129604</td>\n",
" <td>1.136192</td>\n",
" <td>0.672162</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>20</td>\n",
" <td>1.125707</td>\n",
" <td>1.133340</td>\n",
" <td>0.672295</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>21</td>\n",
" <td>1.130975</td>\n",
" <td>1.133293</td>\n",
" <td>0.670490</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>22</td>\n",
" <td>1.134533</td>\n",
" <td>1.132475</td>\n",
" <td>0.670508</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>23</td>\n",
" <td>1.129584</td>\n",
" <td>1.130723</td>\n",
" <td>0.672191</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" <tr>\n",
" <td>24</td>\n",
" <td>1.126617</td>\n",
" <td>1.130564</td>\n",
" <td>0.672605</td>\n",
" <td>02:23</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
]
},
"metadata": {}
},
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.7/dist-packages/torch/_tensor.py:1051: UserWarning: __floordiv__ is deprecated, and its behavior will change in a future version of pytorch. It currently rounds toward 0 (like the 'trunc' function NOT 'floor'). This results in incorrect rounding for negative values. To keep the current behavior, use torch.div(a, b, rounding_mode='trunc'), or for actual floor division, use torch.div(a, b, rounding_mode='floor').\n",
" ret = func(*args, **kwargs)\n"
]
}
]
},
{
"cell_type": "code",
"source": [
""
],
"metadata": {
"id": "sgCb1pswUtv5"
},
"execution_count": null,
"outputs": []
}
]
}
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