brain_tumor_segmentation_3d.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Brain tumor 3D segmentation with MONAI\n",
    "\n",
    "This tutorial shows how to integrate MONAI into an existing PyTorch medical DL program.\n",
    "\n",
    "And easily use below features:\n",
    "1. Transforms for dictionary format data.\n",
    "1. Load MHA image with metadata.\n",
    "1. Add channel dim to the data if no channel dimension.\n",
    "1. Scale medical image intensity with normalized range.\n",
    "1. Crop out a batch of balanced images based on positive / negative label ratio.\n",
    "1. Cache IO and transforms to accelerate training and validation.\n",
    "1. 3D UNet model, Dice loss function, Mean Dice metric for 3D segmentation task.\n",
    "1. Sliding window inference method.\n",
    "1. Deterministic training for reproducibility.\n",
    "\n",
    "The brain tumor dataset can be downloaded from https://www.kaggle.com/andrewmvd/brain-tumor-segmentation-in-mri-brats-2015/.\n",
    "\n",
    "![Brain](https://www.med.upenn.edu/cbica/assets/user-content/images/BraTS/BRATS_banner_noCaption.png)\n",
    "\n",
    "Target: Brain tumor\n",
    "Modality: MRI\n",
    "MRI Type : T1, T1 injected, T2, T2 FLAIR\n",
    "Size: 1092 3D volumes\n",
    "Source: Perelman School of Medicine"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Setup environment"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "!python -c \"import monai\" || pip install -q \"monai[gdown, nibabel, tqdm, itk]\"\n",
    "!python -c \"import matplotlib\" || pip install -q matplotlib\n",
    "!python -c \"import sklearn\" || pip install -q scikit-learn\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "from monai.apps import download_url, extractall\n",
    "from monai.utils import first, set_determinism\n",
    "from monai.transforms import (AsDiscrete, AddChanneld, Compose, CropForegroundd, LoadImaged,\n",
    "                              Orientationd, RandCropByPosNegLabeld, Spacingd, ToTensord,\n",
    "                              ScaleIntensityd, MapTransform)\n",
    "from monai.networks.nets import UNet\n",
    "from monai.networks.layers import Norm\n",
    "from monai.metrics import compute_meandice\n",
    "from monai.losses import DiceLoss\n",
    "from monai.inferers import sliding_window_inference\n",
    "from monai.data import CacheDataset, DataLoader, Dataset, NiftiSaver\n",
    "from monai.config import print_config\n",
    "import numpy as np\n",
    "import torch\n",
    "import matplotlib.pyplot as plt\n",
    "import os\n",
    "from sklearn.metrics import (ConfusionMatrixDisplay, classification_report, confusion_matrix, )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Setup imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MONAI version: 0.5.3\n",
      "Numpy version: 1.19.2\n",
      "Pytorch version: 1.7.1\n",
      "MONAI flags: HAS_EXT = False, USE_COMPILED = False\n",
      "MONAI rev id: d78c669c67e38ddfbe572f6a0438e9df0b8c65d7\n",
      "\n",
      "Optional dependencies:\n",
      "Pytorch Ignite version: 0.4.4\n",
      "Nibabel version: 3.2.1\n",
      "scikit-image version: 0.18.1\n",
      "Pillow version: 8.1.0\n",
      "Tensorboard version: 2.4.1\n",
      "gdown version: 3.12.2\n",
      "TorchVision version: 0.8.2\n",
      "ITK version: 5.1.2\n",
      "tqdm version: 4.56.0\n",
      "lmdb version: 1.0.0\n",
      "psutil version: 5.8.0\n",
      "\n",
      "For details about installing the optional dependencies, please visit:\n",
      "    https://docs.monai.io/en/latest/installation.html#installing-the-recommended-dependencies\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Copyright 2020 MONAI Consortium\n",
    "# Licensed under the Apache License, Version 2.0 (the \"License\");\n",
    "# you may not use this file except in compliance with the License.\n",
    "# You may obtain a copy of the License at\n",
    "#     http://www.apache.org/licenses/LICENSE-2.0\n",
    "# Unless required by applicable law or agreed to in writing, software\n",
    "# distributed under the License is distributed on an \"AS IS\" BASIS,\n",
    "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
    "# See the License for the specific language governing permissions and\n",
    "# limitations under the License.\n",
    "\n",
    "\n",
    "print_config()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Setup data directory"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "root_dir = \"./\"\n",
    "data_dir = os.path.join(root_dir, \"data\")\n",
    "res_dir = os.path.join(root_dir, \"results\")\n",
    "os.makedirs(res_dir, exist_ok=True)\n",
    "trained_model_path = os.path.join(res_dir, \"net_key_metric=0.7314.pt\")"
   ]
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Download data if necessary"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "outputs": [],
   "source": [
    "if not os.path.exists(trained_model_path):\n",
    "    resource = \"https://github.com/Thibault-Pelletier/MonaiWorkshop/raw/e29cdaa46e0097db909478e95c001d303ae963ab/results/net_key_metric%3D0.7314.pt\"\n",
    "    download_url(url=resource, filepath=trained_model_path)\n",
    "\n",
    "# resource = \"https://drive.google.com/uc?id=1aMc9eW_fGCphGBjAKDedxu8-aJVcSczd\"  # Full 2.9 GB dataset\n",
    "resource = \"https://drive.google.com/uc?id=1rZwPR3CFlFmYTev2YkxTJDfmLrbCiy63\"  # Small 200 MB dataset subset\n",
    "\n",
    "compressed_file = os.path.join(root_dir, \"brats2015 - data.zip\")\n",
    "if not os.path.exists(data_dir):\n",
    "    os.makedirs(data_dir)\n",
    "    download_url(url=resource, filepath=compressed_file)\n",
    "    extractall(filepath=compressed_file, output_dir=data_dir)"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Set dataset path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of training data :  1092\n"
     ]
    }
   ],
   "source": [
    "train_dirs = [os.path.join(data_dir, \"train\", \"HGG\"), os.path.join(data_dir, \"train\", \"LGG\")]\n",
    "test_dir = os.path.join(data_dir, \"test\", \"HGG_LGG\")\n",
    "\n",
    "data_dicts = []\n",
    "for train_dir in train_dirs:\n",
    "    test_folders = os.listdir(train_dir)\n",
    "\n",
    "    for test_folder in test_folders:\n",
    "        test_folder_path = os.path.join(train_dir, test_folder)\n",
    "        data_files = os.listdir(test_folder_path)\n",
    "        mri_files = [f for f in data_files if \"more\" not in f]\n",
    "        if len(mri_files) == len(data_files):\n",
    "            continue\n",
    "\n",
    "        label_file = [f for f in data_files if \"more\" in f][0]\n",
    "\n",
    "        data_dicts.extend(\n",
    "            [{\"image\": os.path.join(test_folder_path, mri_file), \"label\": os.path.join(test_folder_path, label_file)}\n",
    "             for mri_file in mri_files])\n",
    "\n",
    "print(\"Number of training data : \", len(data_dicts))\n",
    "valid_split = 0.3\n",
    "valid_n = int(valid_split * len(data_dicts))\n",
    "# train_files, val_files = data_dicts[:-valid_n], data_dicts[-valid_n:]\n",
    "train_files, val_files = data_dicts[:100], data_dicts[-30:]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Set deterministic training for reproducibility"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "set_determinism(seed=0)"
   ]
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Create custom transform for labels"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "outputs": [],
   "source": [
    "class FixLabelAffineAndReduceClassesToOne(MapTransform):\n",
    "    \"\"\"\n",
    "    Custom transform to fixe saved label affine transform if necessary (value may not be aligned with the input image)\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self, keys):\n",
    "        super().__init__(keys)\n",
    "\n",
    "    def __call__(self, data):\n",
    "        d = dict(data)\n",
    "        image_affine = d[f\"image_meta_dict\"][\"affine\"]\n",
    "\n",
    "        try:\n",
    "            meta_data = d[f\"label_meta_dict\"]\n",
    "            label_affine = meta_data[\"affine\"]\n",
    "            if np.array_equal(label_affine, np.identity(4)):\n",
    "                meta_data[\"affine\"] = image_affine\n",
    "\n",
    "        except KeyError:\n",
    "            pass\n",
    "\n",
    "        # Saturate label values greater than 1 to 1\n",
    "        label_values = d[\"label\"]\n",
    "        d[\"label\"] = (label_values > 0).astype(label_values.dtype)\n",
    "        return d"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Setup transforms for training and validation\n",
    "\n",
    "Here we use several transforms to augment the dataset:\n",
    "1. `LoadImaged` loads the spleen MRI images and labels from MHA format files.\n",
    "1. `FixLabelAffineAndReduceClassesToOne` Fixes label affine transform if necessary and saturates the output of the labels above 1 to 1\n",
    "1. `AddChanneld` as the original data doesn't have channel dim, add 1 dim to construct \"channel first\" shape.\n",
    "1. `Spacingd` adjusts the spacing by `pixdim=(1, 1, 1)` based on the affine matrix.\n",
    "1. `Orientationd` unifies the data orientation based on the affine matrix.\n",
    "1. `ScaleIntensityd` normalises intensities between [0, 1].\n",
    "1. `CropForegroundd` removes all zero borders to focus on the valid body area of the images and labels.\n",
    "1. `RandCropByPosNegLabeld` randomly crop patch samples from big image based on pos / neg ratio.  \n",
    "The image centers of negative samples must be in valid body area.\n",
    "1. `ToTensord` converts the numpy array to PyTorch Tensor for further steps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [],
   "source": [
    "train_transforms = Compose([LoadImaged(keys=[\"image\", \"label\"]),  #\n",
    "                            FixLabelAffineAndReduceClassesToOne(keys=[\"image\", \"label\"]),  #\n",
    "                            AddChanneld(keys=[\"image\", \"label\"]),  #\n",
    "                            Spacingd(keys=[\"image\", \"label\"], pixdim=(1, 1, 1), mode=(\"bilinear\", \"nearest\")),  #\n",
    "                            Orientationd(keys=[\"image\", \"label\"], axcodes=\"RAS\"),  #\n",
    "                            ScaleIntensityd(keys=[\"image\"]),  #\n",
    "                            CropForegroundd(keys=[\"image\", \"label\"], source_key=\"image\"),  #\n",
    "                            RandCropByPosNegLabeld(keys=[\"image\", \"label\"], label_key=\"label\",  #\n",
    "                                                   spatial_size=(96, 96, 96), pos=1, neg=1, num_samples=4,  #\n",
    "                                                   image_key=\"image\", image_threshold=0, ),  #\n",
    "                            ToTensord(keys=[\"image\", \"label\"]),  #\n",
    "                            ])\n",
    "\n",
    "val_transforms = Compose([LoadImaged(keys=[\"image\", \"label\"]),  #\n",
    "                          FixLabelAffineAndReduceClassesToOne(keys=[\"image\", \"label\"]),  #\n",
    "                          AddChanneld(keys=[\"image\", \"label\"]),  #\n",
    "                          Spacingd(keys=[\"image\", \"label\"], pixdim=(1, 1, 1), mode=(\"bilinear\", \"nearest\")),  #\n",
    "                          Orientationd(keys=[\"image\", \"label\"], axcodes=\"RAS\"),  #\n",
    "                          ScaleIntensityd(keys=[\"image\"]),  #\n",
    "                          CropForegroundd(keys=[\"image\", \"label\"], source_key=\"image\"),  #\n",
    "                          ToTensord(keys=[\"image\", \"label\"]),  #\n",
    "                          ])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Check transforms in DataLoader"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "image shape: torch.Size([135, 163, 137]), label shape: torch.Size([135, 163, 137])\n"
     ]
    },
    {
     "data": {
      "text/plain": "<Figure size 864x432 with 2 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "check_ds = Dataset(data=val_files, transform=val_transforms)\n",
    "check_loader = DataLoader(check_ds, batch_size=1)\n",
    "check_data = first(check_loader)\n",
    "image, label = (check_data[\"image\"][0][0], check_data[\"label\"][0][0])\n",
    "print(f\"image shape: {image.shape}, label shape: {label.shape}\")\n",
    "# plot the slice [:, :, 50]\n",
    "i_slice = 50\n",
    "plt.figure(\"check\", (12, 6))\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.title(\"image\")\n",
    "plt.imshow(image[:, :, i_slice], cmap=\"gray\")\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.title(\"label\")\n",
    "plt.imshow(label[:, :, i_slice])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Define CacheDataset and DataLoader for training and validation\n",
    "\n",
    "Here we use CacheDataset to accelerate training and validation process, it's 10x faster than the regular Dataset.  \n",
    "To achieve best performance, set `cache_rate=1.0` to cache all the data, if memory is not enough, set lower value.  \n",
    "Users can also set `cache_num` instead of `cache_rate`, will use the minimum value of the 2 settings.  \n",
    "And set `num_workers` to enable multi-threads during caching.  \n",
    "If want to try the regular Dataset, just change to use the commented code below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading dataset: 100%|██████████| 100/100 [00:26<00:00,  3.72it/s]\n",
      "Loading dataset: 100%|██████████| 30/30 [00:07<00:00,  3.80it/s]\n"
     ]
    }
   ],
   "source": [
    "# use batch_size=2 to load images and use RandCropByPosNegLabeld\n",
    "# to generate 2 x 4 images for network training\n",
    "train_ds = CacheDataset(data=train_files, transform=train_transforms, num_workers=0)\n",
    "train_loader = DataLoader(train_ds, batch_size=2, shuffle=True)\n",
    "\n",
    "val_ds = CacheDataset(data=val_files, transform=val_transforms, num_workers=0)\n",
    "val_loader = DataLoader(val_ds, batch_size=1)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create Model, Loss, Optimizer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "# standard PyTorch program style: create UNet, DiceLoss and Adam optimizer\n",
    "device = torch.device(\"cuda:0\" if torch.cuda.is_available() else \"cpu\")\n",
    "model = UNet(dimensions=3,  #\n",
    "             in_channels=1,  #\n",
    "             out_channels=1,  #\n",
    "             channels=(16, 32, 64, 128, 256),  #\n",
    "             strides=(2, 2, 2, 2),  #\n",
    "             num_res_units=2, norm=Norm.BATCH, ).to(device)  #\n",
    "\n",
    "loss_function = DiceLoss(sigmoid=True)\n",
    "optimizer = torch.optim.Adam(model.parameters(), 1e-3)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Execute a typical PyTorch training process"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "scrolled": true,
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "----------\n",
      "epoch 1/50\n",
      "1/50, train_loss: 0.6877\n",
      "2/50, train_loss: 0.7836\n",
      "3/50, train_loss: 0.8984\n",
      "4/50, train_loss: 0.7244\n",
      "5/50, train_loss: 0.6869\n",
      "6/50, train_loss: 0.6750\n",
      "7/50, train_loss: 0.8301\n",
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      "9/50, train_loss: 0.6089\n",
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      "11/50, train_loss: 0.7488\n",
      "12/50, train_loss: 0.6518\n",
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      "48/50, train_loss: 0.5901\n",
      "49/50, train_loss: 0.7822\n",
      "50/50, train_loss: 0.6953\n",
      "epoch 1 average loss: 0.7442\n",
      "----------\n",
      "epoch 2/50\n",
      "1/50, train_loss: 0.8591\n",
      "2/50, train_loss: 0.7660\n",
      "3/50, train_loss: 0.6670\n",
      "4/50, train_loss: 0.5996\n",
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      "48/50, train_loss: 0.6086\n",
      "49/50, train_loss: 0.6901\n",
      "50/50, train_loss: 0.7309\n",
      "epoch 2 average loss: 0.7046\n",
      "saved new best metric model\n",
      "current epoch: 2 current mean dice: 0.1881\n",
      "best mean dice: 0.1881 at epoch: 2\n",
      "----------\n",
      "epoch 3/50\n",
      "1/50, train_loss: 0.6641\n",
      "2/50, train_loss: 0.7982\n",
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      "50/50, train_loss: 0.5667\n",
      "epoch 3 average loss: 0.7043\n",
      "----------\n",
      "epoch 4/50\n",
      "1/50, train_loss: 0.5672\n",
      "2/50, train_loss: 0.6219\n",
      "3/50, train_loss: 0.7805\n",
      "4/50, train_loss: 0.6515\n",
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      "6/50, train_loss: 0.8072\n",
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      "48/50, train_loss: 0.7082\n",
      "49/50, train_loss: 0.5003\n",
      "50/50, train_loss: 0.8573\n",
      "epoch 4 average loss: 0.6983\n",
      "saved new best metric model\n",
      "current epoch: 4 current mean dice: 0.1912\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 5/50\n",
      "1/50, train_loss: 0.7776\n",
      "2/50, train_loss: 0.4230\n",
      "3/50, train_loss: 0.7969\n",
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      "50/50, train_loss: 0.7700\n",
      "epoch 5 average loss: 0.6788\n",
      "----------\n",
      "epoch 6/50\n",
      "1/50, train_loss: 0.6571\n",
      "2/50, train_loss: 0.6363\n",
      "3/50, train_loss: 0.6564\n",
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      "49/50, train_loss: 0.6769\n",
      "50/50, train_loss: 0.9447\n",
      "epoch 6 average loss: 0.6560\n",
      "current epoch: 6 current mean dice: 0.1786\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 7/50\n",
      "1/50, train_loss: 0.8263\n",
      "2/50, train_loss: 0.4943\n",
      "3/50, train_loss: 0.7743\n",
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      "epoch 7 average loss: 0.6687\n",
      "----------\n",
      "epoch 8/50\n",
      "1/50, train_loss: 0.7467\n",
      "2/50, train_loss: 0.5211\n",
      "3/50, train_loss: 0.6881\n",
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      "epoch 8 average loss: 0.6348\n",
      "current epoch: 8 current mean dice: 0.1607\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 9/50\n",
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      "epoch 9 average loss: 0.6674\n",
      "----------\n",
      "epoch 10/50\n",
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      "epoch 10 average loss: 0.6410\n",
      "current epoch: 10 current mean dice: 0.1782\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 11/50\n",
      "1/50, train_loss: 0.7093\n",
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      "epoch 11 average loss: 0.6665\n",
      "----------\n",
      "epoch 12/50\n",
      "1/50, train_loss: 0.6176\n",
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      "epoch 12 average loss: 0.6333\n",
      "current epoch: 12 current mean dice: 0.1825\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 13/50\n",
      "1/50, train_loss: 0.6538\n",
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      "epoch 13 average loss: 0.6313\n",
      "----------\n",
      "epoch 14/50\n",
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      "epoch 14 average loss: 0.6497\n",
      "current epoch: 14 current mean dice: 0.1874\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 15/50\n",
      "1/50, train_loss: 0.5210\n",
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      "epoch 15 average loss: 0.6335\n",
      "----------\n",
      "epoch 16/50\n",
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      "epoch 16 average loss: 0.6344\n",
      "current epoch: 16 current mean dice: 0.1695\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 17/50\n",
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      "epoch 17 average loss: 0.6574\n",
      "----------\n",
      "epoch 18/50\n",
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      "epoch 18 average loss: 0.6494\n",
      "current epoch: 18 current mean dice: 0.1852\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 19/50\n",
      "1/50, train_loss: 0.4168\n",
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      "epoch 19 average loss: 0.6376\n",
      "----------\n",
      "epoch 20/50\n",
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      "epoch 20 average loss: 0.6324\n",
      "current epoch: 20 current mean dice: 0.1105\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 21/50\n",
      "1/50, train_loss: 0.6163\n",
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      "epoch 21 average loss: 0.6255\n",
      "----------\n",
      "epoch 22/50\n",
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      "epoch 22 average loss: 0.6448\n",
      "current epoch: 22 current mean dice: 0.1806\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 23/50\n",
      "1/50, train_loss: 0.6368\n",
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      "epoch 23 average loss: 0.5990\n",
      "----------\n",
      "epoch 24/50\n",
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      "epoch 24 average loss: 0.6303\n",
      "current epoch: 24 current mean dice: 0.1789\n",
      "best mean dice: 0.1912 at epoch: 4\n",
      "----------\n",
      "epoch 25/50\n",
      "1/50, train_loss: 0.6297\n",
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      "epoch 25 average loss: 0.6321\n",
      "----------\n",
      "epoch 26/50\n",
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      "50/50, train_loss: 0.4801\n",
      "epoch 26 average loss: 0.6103\n",
      "saved new best metric model\n",
      "current epoch: 26 current mean dice: 0.1924\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 27/50\n",
      "1/50, train_loss: 0.8427\n",
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      "epoch 27 average loss: 0.6338\n",
      "----------\n",
      "epoch 28/50\n",
      "1/50, train_loss: 0.4311\n",
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      "epoch 28 average loss: 0.6099\n",
      "current epoch: 28 current mean dice: 0.1721\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 29/50\n",
      "1/50, train_loss: 0.3504\n",
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      "epoch 29 average loss: 0.6189\n",
      "----------\n",
      "epoch 30/50\n",
      "1/50, train_loss: 0.7986\n",
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      "50/50, train_loss: 0.5451\n",
      "epoch 30 average loss: 0.5970\n",
      "current epoch: 30 current mean dice: 0.1651\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 31/50\n",
      "1/50, train_loss: 0.6018\n",
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      "epoch 31 average loss: 0.6276\n",
      "----------\n",
      "epoch 32/50\n",
      "1/50, train_loss: 0.5959\n",
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      "epoch 32 average loss: 0.6139\n",
      "current epoch: 32 current mean dice: 0.1149\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 33/50\n",
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      "epoch 33 average loss: 0.5848\n",
      "----------\n",
      "epoch 34/50\n",
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      "epoch 34 average loss: 0.5841\n",
      "current epoch: 34 current mean dice: 0.1293\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 35/50\n",
      "1/50, train_loss: 0.6488\n",
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      "epoch 35 average loss: 0.6253\n",
      "----------\n",
      "epoch 36/50\n",
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      "epoch 36 average loss: 0.6290\n",
      "current epoch: 36 current mean dice: 0.1850\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 37/50\n",
      "1/50, train_loss: 0.5200\n",
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      "epoch 37 average loss: 0.5861\n",
      "----------\n",
      "epoch 38/50\n",
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      "epoch 38 average loss: 0.6089\n",
      "current epoch: 38 current mean dice: 0.1364\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 39/50\n",
      "1/50, train_loss: 0.8776\n",
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      "epoch 39 average loss: 0.5945\n",
      "----------\n",
      "epoch 40/50\n",
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      "epoch 40 average loss: 0.5927\n",
      "current epoch: 40 current mean dice: 0.1787\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 41/50\n",
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      "epoch 41 average loss: 0.6010\n",
      "----------\n",
      "epoch 42/50\n",
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      "epoch 42 average loss: 0.6208\n",
      "current epoch: 42 current mean dice: 0.1506\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 43/50\n",
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      "epoch 43 average loss: 0.5684\n",
      "----------\n",
      "epoch 44/50\n",
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      "epoch 44 average loss: 0.6078\n",
      "current epoch: 44 current mean dice: 0.1872\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 45/50\n",
      "1/50, train_loss: 0.4865\n",
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      "epoch 45 average loss: 0.5533\n",
      "----------\n",
      "epoch 46/50\n",
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      "epoch 46 average loss: 0.5717\n",
      "current epoch: 46 current mean dice: 0.1672\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 47/50\n",
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      "epoch 47 average loss: 0.5814\n",
      "----------\n",
      "epoch 48/50\n",
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      "40/50, train_loss: 0.5318\n",
      "41/50, train_loss: 0.4130\n",
      "42/50, train_loss: 0.6505\n",
      "43/50, train_loss: 0.5233\n",
      "44/50, train_loss: 0.9661\n",
      "45/50, train_loss: 0.5118\n",
      "46/50, train_loss: 0.2322\n",
      "47/50, train_loss: 0.8811\n",
      "48/50, train_loss: 0.3871\n",
      "49/50, train_loss: 0.7431\n",
      "50/50, train_loss: 0.5889\n",
      "epoch 48 average loss: 0.5677\n",
      "current epoch: 48 current mean dice: 0.1569\n",
      "best mean dice: 0.1924 at epoch: 26\n",
      "----------\n",
      "epoch 49/50\n",
      "1/50, train_loss: 0.5454\n",
      "2/50, train_loss: 0.5719\n",
      "3/50, train_loss: 0.5349\n",
      "4/50, train_loss: 0.3834\n",
      "5/50, train_loss: 0.6149\n",
      "6/50, train_loss: 0.4482\n",
      "7/50, train_loss: 0.7515\n",
      "8/50, train_loss: 0.4870\n",
      "9/50, train_loss: 0.8367\n",
      "10/50, train_loss: 0.6575\n",
      "11/50, train_loss: 0.7756\n",
      "12/50, train_loss: 0.7214\n",
      "13/50, train_loss: 0.6413\n",
      "14/50, train_loss: 0.7098\n",
      "15/50, train_loss: 0.6421\n",
      "16/50, train_loss: 0.5516\n",
      "17/50, train_loss: 0.6906\n",
      "18/50, train_loss: 0.8335\n",
      "19/50, train_loss: 0.4881\n",
      "20/50, train_loss: 0.6116\n",
      "21/50, train_loss: 0.5949\n",
      "22/50, train_loss: 0.6280\n",
      "23/50, train_loss: 0.4788\n",
      "24/50, train_loss: 0.6862\n",
      "25/50, train_loss: 0.5774\n",
      "26/50, train_loss: 0.6574\n",
      "27/50, train_loss: 0.4589\n",
      "28/50, train_loss: 0.3467\n",
      "29/50, train_loss: 0.4926\n",
      "30/50, train_loss: 0.4187\n",
      "31/50, train_loss: 0.4600\n",
      "32/50, train_loss: 0.5660\n",
      "33/50, train_loss: 0.5901\n",
      "34/50, train_loss: 0.6490\n",
      "35/50, train_loss: 0.7061\n",
      "36/50, train_loss: 0.5028\n",
      "37/50, train_loss: 0.5455\n",
      "38/50, train_loss: 0.4775\n",
      "39/50, train_loss: 0.6612\n",
      "40/50, train_loss: 0.7615\n",
      "41/50, train_loss: 0.3546\n",
      "42/50, train_loss: 0.4234\n",
      "43/50, train_loss: 0.3630\n",
      "44/50, train_loss: 0.3831\n",
      "45/50, train_loss: 0.6706\n",
      "46/50, train_loss: 0.5882\n",
      "47/50, train_loss: 0.7404\n",
      "48/50, train_loss: 0.4458\n",
      "49/50, train_loss: 0.7512\n",
      "50/50, train_loss: 0.4343\n",
      "epoch 49 average loss: 0.5782\n",
      "----------\n",
      "epoch 50/50\n",
      "1/50, train_loss: 0.5250\n",
      "2/50, train_loss: 0.7516\n",
      "3/50, train_loss: 0.5078\n",
      "4/50, train_loss: 0.5384\n",
      "5/50, train_loss: 0.3940\n",
      "6/50, train_loss: 0.7140\n",
      "7/50, train_loss: 0.6803\n",
      "8/50, train_loss: 0.7200\n",
      "9/50, train_loss: 0.6226\n",
      "10/50, train_loss: 0.6073\n",
      "11/50, train_loss: 0.8683\n",
      "12/50, train_loss: 0.4817\n",
      "13/50, train_loss: 0.3469\n",
      "14/50, train_loss: 0.4798\n",
      "15/50, train_loss: 0.7289\n",
      "16/50, train_loss: 0.4291\n",
      "17/50, train_loss: 0.5317\n",
      "18/50, train_loss: 0.5842\n",
      "19/50, train_loss: 0.6420\n",
      "20/50, train_loss: 0.4459\n",
      "21/50, train_loss: 0.6239\n",
      "22/50, train_loss: 0.7142\n",
      "23/50, train_loss: 0.5247\n",
      "24/50, train_loss: 0.5581\n",
      "25/50, train_loss: 0.4118\n",
      "26/50, train_loss: 0.3640\n",
      "27/50, train_loss: 0.8430\n",
      "28/50, train_loss: 0.6145\n",
      "29/50, train_loss: 0.5173\n",
      "30/50, train_loss: 0.7137\n",
      "31/50, train_loss: 0.6514\n",
      "32/50, train_loss: 0.6908\n",
      "33/50, train_loss: 0.7806\n",
      "34/50, train_loss: 0.5028\n",
      "35/50, train_loss: 0.5688\n",
      "36/50, train_loss: 0.5881\n",
      "37/50, train_loss: 0.5881\n",
      "38/50, train_loss: 0.7392\n",
      "39/50, train_loss: 0.4416\n",
      "40/50, train_loss: 0.4784\n",
      "41/50, train_loss: 0.5453\n",
      "42/50, train_loss: 0.6364\n",
      "43/50, train_loss: 0.8212\n",
      "44/50, train_loss: 0.4425\n",
      "45/50, train_loss: 0.5029\n",
      "46/50, train_loss: 0.6610\n",
      "47/50, train_loss: 0.6183\n",
      "48/50, train_loss: 0.4984\n",
      "49/50, train_loss: 0.6491\n",
      "50/50, train_loss: 0.5385\n",
      "epoch 50 average loss: 0.5886\n",
      "current epoch: 50 current mean dice: 0.1868\n",
      "best mean dice: 0.1924 at epoch: 26\n"
     ]
    }
   ],
   "source": [
    "max_epochs = 10\n",
    "# max_epochs = 300\n",
    "val_interval = 2\n",
    "best_metric = -1\n",
    "best_metric_epoch = -1\n",
    "epoch_loss_values = []\n",
    "metric_values = []\n",
    "post_pred = AsDiscrete(threshold_values=True, n_classes=1)\n",
    "post_label = AsDiscrete(n_classes=1)\n",
    "\n",
    "for epoch in range(max_epochs):\n",
    "    print(\"-\" * 10)\n",
    "    print(f\"epoch {epoch + 1}/{max_epochs}\")\n",
    "    model.train()\n",
    "    epoch_loss = 0\n",
    "    step = 0\n",
    "    for batch_data in train_loader:\n",
    "        step += 1\n",
    "        inputs, labels = (batch_data[\"image\"].to(device), batch_data[\"label\"].to(device),)\n",
    "        optimizer.zero_grad()\n",
    "        outputs = model(inputs)\n",
    "        loss = loss_function(outputs, labels)\n",
    "        loss.backward()\n",
    "        optimizer.step()\n",
    "        epoch_loss += loss.item()\n",
    "        print(f\"{step}/{len(train_ds) // train_loader.batch_size}, \"\n",
    "              f\"train_loss: {loss.item():.4f}\")\n",
    "    epoch_loss /= step\n",
    "    epoch_loss_values.append(epoch_loss)\n",
    "    print(f\"epoch {epoch + 1} average loss: {epoch_loss:.4f}\")\n",
    "\n",
    "    if (epoch + 1) % val_interval == 0:\n",
    "        model.eval()\n",
    "        with torch.no_grad():\n",
    "            metric_sum = 0.0\n",
    "            metric_count = 0\n",
    "            for val_data in val_loader:\n",
    "                val_inputs, val_labels = (val_data[\"image\"].to(device), val_data[\"label\"].to(device),)\n",
    "                roi_size = (96, 96, 96)\n",
    "                sw_batch_size = 4\n",
    "                val_outputs = sliding_window_inference(val_inputs, roi_size, sw_batch_size, model)\n",
    "                val_outputs = post_pred(val_outputs)\n",
    "                val_labels = post_label(val_labels)\n",
    "                value = compute_meandice(y_pred=val_outputs, y=val_labels, include_background=False, )\n",
    "                metric_count += len(value)\n",
    "                metric_sum += value.sum().item()\n",
    "            metric = metric_sum / metric_count\n",
    "            metric_values.append(metric)\n",
    "            if metric > best_metric:\n",
    "                best_metric = metric\n",
    "                best_metric_epoch = epoch + 1\n",
    "                torch.save(model.state_dict(), os.path.join(res_dir, \"best_metric_model.pth\"))\n",
    "                print(\"saved new best metric model\")\n",
    "            print(f\"current epoch: {epoch + 1} current mean dice: {metric:.4f}\"\n",
    "                  f\"\\nbest mean dice: {best_metric:.4f} \"\n",
    "                  f\"at epoch: {best_metric_epoch}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "train completed, best_metric: 0.1924 at epoch: 26\n"
     ]
    }
   ],
   "source": [
    "print(f\"train completed, best_metric: {best_metric:.4f} \"\n",
    "      f\"at epoch: {best_metric_epoch}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Plot the loss and metric"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 864x432 with 2 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(\"train\", (12, 6))\n",
    "plt.subplot(1, 2, 1)\n",
    "plt.title(\"Epoch Average Loss\")\n",
    "x = [i + 1 for i in range(len(epoch_loss_values))]\n",
    "y = epoch_loss_values\n",
    "plt.xlabel(\"epoch\")\n",
    "plt.plot(x, y)\n",
    "plt.subplot(1, 2, 2)\n",
    "plt.title(\"Val Mean Dice\")\n",
    "x = [val_interval * (i + 1) for i in range(len(metric_values))]\n",
    "y = metric_values\n",
    "plt.xlabel(\"epoch\")\n",
    "plt.plot(x, y)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Check best model output with the input image and label"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": "<Figure size 1296x432 with 3 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# model.load_state_dict(torch.load(os.path.join(res_dir, \"best_metric_model.pth\")))\n",
    "model.load_state_dict(torch.load(trained_model_path, map_location=device))\n",
    "model.eval()\n",
    "\n",
    "with torch.no_grad():\n",
    "    for i, val_data in enumerate(val_loader):\n",
    "        if i >= 10:\n",
    "            break\n",
    "\n",
    "        roi_size = (96, 96, 96)\n",
    "        sw_batch_size = 4\n",
    "        val_outputs = post_pred(sliding_window_inference(val_data[\"image\"].to(device), roi_size, sw_batch_size, model))\n",
    "\n",
    "        # plot the slice [:, :, 50]\n",
    "        i_slice = 50\n",
    "        plt.figure(\"check\", (18, 6))\n",
    "        plt.subplot(1, 3, 1)\n",
    "        plt.title(f\"image {i}\")\n",
    "        plt.imshow(val_data[\"image\"][0, 0, :, :, i_slice], cmap=\"gray\")\n",
    "        plt.subplot(1, 3, 2)\n",
    "        plt.title(f\"label {i}\")\n",
    "        plt.imshow(val_data[\"label\"][0, 0, :, :, i_slice])\n",
    "        plt.subplot(1, 3, 3)\n",
    "        plt.title(f\"output {i}\")\n",
    "        plt.imshow(val_outputs.cpu().numpy()[0, 0, :, :, i_slice])\n",
    "        plt.show()\n",
    "\n",
    "        # save output as NIFTI\n",
    "        meta_data = val_data[\"image_meta_dict\"]\n",
    "        file_name = os.path.basename(meta_data[\"filename_or_obj\"][0])\n",
    "        output_dir = os.path.join(res_dir, \"outputs\")\n",
    "        NiftiSaver(output_dir).save_batch(val_outputs, meta_data)\n",
    "        NiftiSaver(output_dir, output_postfix=\"\").save_batch(val_data[\"image\"], meta_data)\n",
    "        NiftiSaver(output_dir, output_postfix=\"label\").save_batch(val_data[\"label\"], meta_data)"
   ]
  },
  {
   "cell_type": "markdown",
   "source": [
    "## Check the confusion matrix on the validation data"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "              precision    recall  f1-score   support\n",
      "\n",
      "   non-tumor       0.99      0.77      0.87  31189788\n",
      "       tumor       0.10      0.83      0.17    894826\n",
      "\n",
      "    accuracy                           0.77  32084614\n",
      "   macro avg       0.54      0.80      0.52  32084614\n",
      "weighted avg       0.97      0.77      0.85  32084614\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 2 Axes>",
      "image/png": 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\n"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "cpu_device = torch.device(\"cpu\")\n",
    "y_pred = torch.tensor([], dtype=torch.float32, device=cpu_device)\n",
    "y = torch.tensor([], dtype=torch.long, device=cpu_device)\n",
    "\n",
    "with torch.no_grad():\n",
    "    for i, val_data in enumerate(val_loader):\n",
    "        if i >= 10:\n",
    "            break\n",
    "\n",
    "        roi_size = (96, 96, 96)\n",
    "\n",
    "        sw_batch_size = 4\n",
    "        outputs = sliding_window_inference(val_data[\"image\"].to(device), roi_size, sw_batch_size, model)\n",
    "        outputs = post_pred(outputs).cpu()\n",
    "        labels = val_data[\"label\"].cpu()\n",
    "\n",
    "        y_pred = torch.cat([y_pred, outputs.flatten()], dim=0)\n",
    "        y = torch.cat([y, labels.flatten()], dim=0)\n",
    "\n",
    "\n",
    "print(classification_report(y.numpy(), y_pred.numpy(), target_names=[\"non-tumor\", \"tumor\"]))\n",
    "\n",
    "cm = confusion_matrix(y.numpy(), y_pred.numpy(), normalize=\"true\", )\n",
    "disp = ConfusionMatrixDisplay(confusion_matrix=cm, display_labels=[\"non-tumor\", \"tumor\"], )\n",
    "disp.plot(ax=plt.subplots(1, 1, facecolor=\"white\")[1])\n",
    "plt.show()"
   ],
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   }
  }
 ],
 "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": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}