{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"### Contents\n\n![m2.PNG](attachment:0eb0a576-31cb-4283-a12e-4e3cdebab833.PNG)\n\n- Load dependancies - .. Done!\n- Explore Data - .. Done!\n    - Basic EDA\n    - Extract best image from each of the structural multi-parametric MRI (mpMRI) scans\n    - Convert that image to PNG and use for training\n- DataBlock - .. Done!\n- Training - .. Done!\n- Submission - .. Done!\n\n\n### Model\n\nExtract the best image based on dicom window width and center from each of the structural multi_parametric MRI scans, save that image into PNG and use a pretrained [timm](https://github.com/rwightman/pytorch-image-models/tree/master/timm) model `ig_resnext101_32x16d`.  Inference involves extracting the best image (again based on dicom window width and center) and averaging the prediction across all structural multi_parametric scans.\n\n![model.PNG](attachment:ca1845a2-4d35-4073-8753-53c5735ca74d.PNG)","metadata":{},"attachments":{"0eb0a576-31cb-4283-a12e-4e3cdebab833.PNG":{"image/png":"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"},"ca1845a2-4d35-4073-8753-53c5735ca74d.PNG":{"image/png":"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"}}},{"cell_type":"markdown","source":"## Load Dependancies","metadata":{}},{"cell_type":"code","source":"import warnings\nwarnings.filterwarnings(\"ignore\", category=DeprecationWarning) ","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:57:33.929390Z","iopub.execute_input":"2021-09-26T23:57:33.929731Z","iopub.status.idle":"2021-09-26T23:57:33.934972Z","shell.execute_reply.started":"2021-09-26T23:57:33.929698Z","shell.execute_reply":"2021-09-26T23:57:33.933712Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"This notebook uses various functions from the [fmi](https://github.com/asvcode/fmi) library which is a package that adds additional functionality to [fastai's](https://www.fast.ai/) medical imaging module. \n\nTo learn more about medical imaging view my [blog](https://asvcode.github.io/MedicalImaging/)\n\n\nThe `fmi` library can be easily cloned (**with internet ON**):","metadata":{}},{"cell_type":"code","source":"#!git clone https://github.com/asvcode/fmi.git","metadata":{"execution":{"iopub.status.busy":"2021-09-01T22:37:49.047198Z","iopub.execute_input":"2021-09-01T22:37:49.047606Z","iopub.status.idle":"2021-09-01T22:37:49.051811Z","shell.execute_reply.started":"2021-09-01T22:37:49.047565Z","shell.execute_reply":"2021-09-01T22:37:49.050592Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Since internet is off in this case you can use the [fmipackage](https://www.kaggle.com/avirdee/fmipackage) dataset","metadata":{}},{"cell_type":"code","source":"!cp -r ../input/fmipackage/fmi-master/* ./","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:57:17.080893Z","iopub.execute_input":"2021-09-26T23:57:17.081572Z","iopub.status.idle":"2021-09-26T23:57:19.718345Z","shell.execute_reply.started":"2021-09-26T23:57:17.081503Z","shell.execute_reply":"2021-09-26T23:57:19.717222Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"from fmi.explore import *\nfrom fmi.preprocessing import *\nfrom fmi.pipeline import *","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:57:37.136577Z","iopub.execute_input":"2021-09-26T23:57:37.136909Z","iopub.status.idle":"2021-09-26T23:57:37.143688Z","shell.execute_reply.started":"2021-09-26T23:57:37.136879Z","shell.execute_reply":"2021-09-26T23:57:37.142806Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Load `timm`","metadata":{}},{"cell_type":"code","source":"!pip install '../input/timm034/timm-0.3.4-py3-none-any.whl' -qq","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:57:43.478360Z","iopub.execute_input":"2021-09-26T23:57:43.478716Z","iopub.status.idle":"2021-09-26T23:58:10.726118Z","shell.execute_reply.started":"2021-09-26T23:57:43.478687Z","shell.execute_reply":"2021-09-26T23:58:10.725105Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"from fastai.vision.all import *\nfrom fastai.medical.imaging import *\nimport pydicom\nfrom torchvision.utils import save_image\nfrom glob import glob\nfrom skimage import exposure\nfrom pydicom.pixel_data_handlers.util import apply_voi_lut\n\nfrom timm import create_model\nfrom fastai.vision.learner import _update_first_layer\nmatplotlib.rcParams['image.cmap'] = 'gist_ncar'","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:10.727758Z","iopub.execute_input":"2021-09-26T23:58:10.728086Z","iopub.status.idle":"2021-09-26T23:58:10.841677Z","shell.execute_reply.started":"2021-09-26T23:58:10.728057Z","shell.execute_reply":"2021-09-26T23:58:10.840901Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"You can easily review your system info using system_info","metadata":{}},{"cell_type":"code","source":"system_info()","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:10.843358Z","iopub.execute_input":"2021-09-26T23:58:10.843708Z","iopub.status.idle":"2021-09-26T23:58:10.849828Z","shell.execute_reply.started":"2021-09-26T23:58:10.843672Z","shell.execute_reply":"2021-09-26T23:58:10.848716Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Load the data","metadata":{}},{"cell_type":"code","source":"source = '../input/rsna-miccai-brain-tumor-radiogenomic-classification'\ntrain_files = get_dicom_files(f'{source}/train/00000')\ntrain_path = f'{source}/train'\nlabels = pd.read_csv(f'{source}/train_labels.csv', header=0, names=['id','value'], dtype=object)\nprint(os.listdir(source))","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:10.851321Z","iopub.execute_input":"2021-09-26T23:58:10.852054Z","iopub.status.idle":"2021-09-26T23:58:11.051208Z","shell.execute_reply.started":"2021-09-26T23:58:10.852018Z","shell.execute_reply":"2021-09-26T23:58:11.050426Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"labels[:5]","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:11.052493Z","iopub.execute_input":"2021-09-26T23:58:11.052830Z","iopub.status.idle":"2021-09-26T23:58:11.075413Z","shell.execute_reply.started":"2021-09-26T23:58:11.052794Z","shell.execute_reply":"2021-09-26T23:58:11.074492Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"[fmi](https://github.com/asvcode/fmi) has a number of handy features that breakdown the metadata into useful chunks. Firstly you may want to quickly see what image information is contained in the metadata. You can access this using get_image_info","metadata":{}},{"cell_type":"code","source":"get_image_info(train_files[7])","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:11.076683Z","iopub.execute_input":"2021-09-26T23:58:11.077029Z","iopub.status.idle":"2021-09-26T23:58:11.094805Z","shell.execute_reply.started":"2021-09-26T23:58:11.076987Z","shell.execute_reply":"2021-09-26T23:58:11.093889Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Check to see if there is any personally identifiable data in the metadata","metadata":{}},{"cell_type":"code","source":"get_pii(train_files[7])","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:13.696083Z","iopub.execute_input":"2021-09-26T23:58:13.696446Z","iopub.status.idle":"2021-09-26T23:58:13.705910Z","shell.execute_reply.started":"2021-09-26T23:58:13.696416Z","shell.execute_reply":"2021-09-26T23:58:13.704926Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"There does not seem to be any personally identifiable data.","metadata":{}},{"cell_type":"markdown","source":"## Explore Data","metadata":{}},{"cell_type":"markdown","source":"### Basic EDA","metadata":{}},{"cell_type":"markdown","source":"Each dedicated folder is identified by a five-digit number which is further broken down into 4 subfolders:\n\n- Fluid Attenuated Inversion Recovery (FLAIR)\n- T1-weighted pre-contrast (T1w)\n- T1-weighted post-contrast (T1Gd)\n- T2-weighted (T2)\n\nUsing folder `00000` as an example","metadata":{}},{"cell_type":"code","source":"source_00000 = f'{source}/train/00000/'\nprint(os.listdir(source_00000))","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:58:21.830660Z","iopub.execute_input":"2021-09-26T23:58:21.830999Z","iopub.status.idle":"2021-09-26T23:58:21.838531Z","shell.execute_reply.started":"2021-09-26T23:58:21.830969Z","shell.execute_reply":"2021-09-26T23:58:21.837609Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"You could view the images within the `T2w` folder like this:","metadata":{}},{"cell_type":"code","source":"sort_items = get_dicom_files(source_00000, folders='T2w')","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:59:04.267131Z","iopub.execute_input":"2021-09-26T23:59:04.267496Z","iopub.status.idle":"2021-09-26T23:59:04.279574Z","shell.execute_reply.started":"2021-09-26T23:59:04.267464Z","shell.execute_reply":"2021-09-26T23:59:04.278723Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"imgs = []\nfor filename in sort_items:\n    file = filename.dcmread().pixel_array\n    img = TensorDicom(file)\n    imgs.append(img)\nshow_images(imgs, nrows=12)","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:59:06.260470Z","iopub.execute_input":"2021-09-26T23:59:06.260801Z","iopub.status.idle":"2021-09-26T23:59:43.523969Z","shell.execute_reply.started":"2021-09-26T23:59:06.260768Z","shell.execute_reply":"2021-09-26T23:59:43.523050Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Although this displays the images within the folder they are not displayed in sequence. [fmi](https://github.com/asvcode/fmi) provides a handy function that easily sorts the images by `instance number`","metadata":{}},{"cell_type":"code","source":"instance_show(sort_items, nrows=20)","metadata":{"execution":{"iopub.status.busy":"2021-09-26T23:59:43.525527Z","iopub.execute_input":"2021-09-26T23:59:43.525878Z","iopub.status.idle":"2021-09-27T00:00:23.188027Z","shell.execute_reply.started":"2021-09-26T23:59:43.525839Z","shell.execute_reply":"2021-09-27T00:00:23.186945Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"MRI scans are made up of numerous 2D slices taken from a number of angles(or planes). The 3 planes are axial, sagittal and cornonal and the image below show what angels the planes represent. [Image credit](https://www.ipfradiologyrounds.com/hrct-primer/image-reconstruction/)\n\n![aspects.PNG](attachment:fff21408-9c33-4dc4-9278-b8ce00d5e764.PNG)","metadata":{},"attachments":{"fff21408-9c33-4dc4-9278-b8ce00d5e764.PNG":{"image/png":"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"}}},{"cell_type":"markdown","source":"`show_aspects` is a handy function that easily lets you view the various planes.","metadata":{}},{"cell_type":"markdown","source":"**Fluid Attenuated Inversion Recovery (FLAIR)**","metadata":{}},{"cell_type":"code","source":"FLAIR_00000 = f'{source_00000}/FLAIR'\nshow_aspects(FLAIR_00000, show=True, save=False, figsize=(17,12))","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:04:29.923425Z","iopub.execute_input":"2021-09-27T00:04:29.923781Z","iopub.status.idle":"2021-09-27T00:04:34.856392Z","shell.execute_reply.started":"2021-09-27T00:04:29.923749Z","shell.execute_reply":"2021-09-27T00:04:34.855327Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"You can also easily extract the metadata from the dicom images using `from_dicoms`","metadata":{}},{"cell_type":"code","source":"flair_00000_files = get_dicom_files(FLAIR_00000)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:04:58.238422Z","iopub.execute_input":"2021-09-27T00:04:58.238801Z","iopub.status.idle":"2021-09-27T00:04:58.248900Z","shell.execute_reply.started":"2021-09-27T00:04:58.238766Z","shell.execute_reply":"2021-09-27T00:04:58.247782Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"dicom_dataframe = pd.DataFrame.from_dicoms(flair_00000_files, window=dicom_windows.brain, px_summ=True)\ndicom_dataframe[:10]","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:12:05.476904Z","iopub.execute_input":"2021-09-27T00:12:05.477274Z","iopub.status.idle":"2021-09-27T00:12:14.609112Z","shell.execute_reply.started":"2021-09-27T00:12:05.477236Z","shell.execute_reply":"2021-09-27T00:12:14.608247Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"`get_dicom_image` is another handy feature that lets you view images within a dataframe and sort them by various items such as `img_pct_window`, `img_mean` or `img_std`.\n\nWe will use this later in extracting the best images from each of the folders.","metadata":{}},{"cell_type":"code","source":"def get_dicom_image(df, key, nrows=1, source=None, folder_val=None, instance_val=None, figsize=(7,7)):\n    \"Helper to view images by key\"\n    imgs=[]\n    title=[]\n    for i in df.index:\n        file_path = Path(f\"{df.iloc[i]['fname']}\")\n        dcc = file_path.dcmread().pixel_array\n        imgs.append(dcc)\n        pct = df.iloc[i][key]\n        title.append(pct)\n    return show_images(imgs, titles=title, nrows=nrows)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:12:17.726826Z","iopub.execute_input":"2021-09-27T00:12:17.727196Z","iopub.status.idle":"2021-09-27T00:12:17.733919Z","shell.execute_reply.started":"2021-09-27T00:12:17.727143Z","shell.execute_reply":"2021-09-27T00:12:17.732885Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**sort by `img_pct_window`**","metadata":{}},{"cell_type":"code","source":"pct = dicom_dataframe[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=False).reset_index(drop=True)\nget_dicom_image(pct[:10], 'img_pct_window', source=source, nrows=1, figsize=(20,20))","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:13:01.803626Z","iopub.execute_input":"2021-09-27T00:13:01.803952Z","iopub.status.idle":"2021-09-27T00:13:02.670902Z","shell.execute_reply.started":"2021-09-27T00:13:01.803923Z","shell.execute_reply":"2021-09-27T00:13:02.670104Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**sort by `img_mean`**","metadata":{}},{"cell_type":"code","source":"pct = dicom_dataframe[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_mean'], ascending=False).reset_index(drop=True)\nget_dicom_image(pct[:10], 'img_mean', source=source, nrows=1, figsize=(20,20))","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:13:11.602401Z","iopub.execute_input":"2021-09-27T00:13:11.602799Z","iopub.status.idle":"2021-09-27T00:13:12.490867Z","shell.execute_reply.started":"2021-09-27T00:13:11.602765Z","shell.execute_reply":"2021-09-27T00:13:12.490111Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"**sort by `img_std`**","metadata":{}},{"cell_type":"code","source":"pct = dicom_dataframe[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_std'], ascending=False).reset_index(drop=True)\nget_dicom_image(pct[:10], 'img_std', source=source, nrows=1, figsize=(20,20))","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:13:22.353569Z","iopub.execute_input":"2021-09-27T00:13:22.353888Z","iopub.status.idle":"2021-09-27T00:13:23.230431Z","shell.execute_reply.started":"2021-09-27T00:13:22.353859Z","shell.execute_reply":"2021-09-27T00:13:23.229625Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"### Extract best image from each of the structural multi-parametric MRI (mpMRI) scans","metadata":{}},{"cell_type":"markdown","source":"In order to iterate quickly and get some baseline results the aim is to get the best images from each folder.  In order to do this:\n - we will extract the dicom metadata from each sub folder\n - sort the metadata based on dicom window width and center\n - Create a mask based on the dicom window width and center and get rid of unwanted pixels\n - Save the image that best matches our criteria by converting it into PNG format\n - Create a dataframe with columns that contain the `path` to that image (we will need this when constructing the `DataBlock`)\n\nNote that the `cmap` color used above is purely for aesthetics reasons and actually does not have any impact from a training perspective.  However moving forward we change it to a more appropriate color map","metadata":{}},{"cell_type":"code","source":"matplotlib.rcParams['image.cmap'] = 'bone'","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:14:33.965450Z","iopub.execute_input":"2021-09-27T00:14:33.965786Z","iopub.status.idle":"2021-09-27T00:14:33.969537Z","shell.execute_reply.started":"2021-09-27T00:14:33.965756Z","shell.execute_reply":"2021-09-27T00:14:33.968679Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"`process_dicom` is a handy `fmi` function that crops a dicom image (dependant on dicom window, sigma and thresh values) and saves it in .png format. You have to specify the outpath (where the .png files will be stored), the window width and center, sigma and thresh values.  By default displaying the differences in the images and sanity check is set to `False`","metadata":{}},{"cell_type":"code","source":"outpath = './test1.png'\nwindow = dicom_windows.brain_soft\nsigma = 0.1\nthresh = 0.7\nremove_max = False","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:14:38.351950Z","iopub.execute_input":"2021-09-27T00:14:38.352283Z","iopub.status.idle":"2021-09-27T00:14:38.357076Z","shell.execute_reply.started":"2021-09-27T00:14:38.352252Z","shell.execute_reply":"2021-09-27T00:14:38.356237Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Have a test run with the first 5 independant cases and using the `T1wCE` folder, we create a dicom dataframe using a `brain_soft` dicom window for each case in the `T1wCE` folder, sort it by `img_pct_window` (img_pct_window is a handy `fastai` function that displays the percentage of pixels within a specified dicom window in an image), and then use `process_dicom` to save the image.","metadata":{}},{"cell_type":"markdown","source":"This is how I created the datasets for each of the structural multi_parametric scans.  To generate the correct paths to save the images I used the code below, which also solves for duplicate file names across the independant cases","metadata":{}},{"cell_type":"code","source":"def get_outpath(input_dir, dataset):\n    img_id = input_dir.split('-')[-1].split('.')[0]\n    outpath = os.path.join(f'./{dataset}',f'{img_id}.png')\n    \n    check = os.path.isfile(outpath)\n    if check is not True:\n        process_dicom(input_dir, outpath, window=dicom_windows.brain_soft, sigma=0.1, thresh=0.7, remove_max=False, show=True, sanity=True)\n    else:\n        i = 0\n        while True:\n            outpath = os.path.join(f'./{dataset}',f'{img_id}_{i}.png')\n            if not os.path.exists(outpath):\n                process_dicom(input_dir, outpath, window=dicom_windows.brain_soft, sigma=0.1, thresh=0.7, remove_max=False, show=True, sanity=True)\n                break\n            i += 1    \n    return outpath","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:14:40.287709Z","iopub.execute_input":"2021-09-27T00:14:40.288041Z","iopub.status.idle":"2021-09-27T00:14:40.295416Z","shell.execute_reply.started":"2021-09-27T00:14:40.288003Z","shell.execute_reply":"2021-09-27T00:14:40.294064Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"create the folder where you will saving the files","metadata":{}},{"cell_type":"code","source":"if not os.path.exists('./train'):\n    os.makedirs('./train')","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:14:42.850423Z","iopub.execute_input":"2021-09-27T00:14:42.850755Z","iopub.status.idle":"2021-09-27T00:14:42.856375Z","shell.execute_reply.started":"2021-09-27T00:14:42.850725Z","shell.execute_reply":"2021-09-27T00:14:42.855418Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"We also have to save the image names and file paths so that we can use it in training later","metadata":{}},{"cell_type":"code","source":"fpath = []\nfor file in labels['id'][:5]:\n    path = f'{train_path}/{file}/T1wCE/'\n    files = get_dicom_files(path)\n    dicom_dataframe = pd.DataFrame.from_dicoms(files, window=dicom_windows.brain_soft, px_summ=True)\n    pct = dicom_dataframe[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=True).reset_index(drop=True)\n    ff = pct['fname'][0]\n    outfile = get_outpath(ff, 'train')\n    fpath.append(outfile)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:14:43.880001Z","iopub.execute_input":"2021-09-27T00:14:43.880388Z","iopub.status.idle":"2021-09-27T00:15:12.490207Z","shell.execute_reply.started":"2021-09-27T00:14:43.880356Z","shell.execute_reply":"2021-09-27T00:15:12.489415Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Save the filepaths","metadata":{}},{"cell_type":"code","source":"labels5 = labels[:5]\nlabels5['path'] = pd.Series(fpath).values\nlabels5","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:16:48.007217Z","iopub.execute_input":"2021-09-27T00:16:48.007580Z","iopub.status.idle":"2021-09-27T00:16:48.019476Z","shell.execute_reply.started":"2021-09-27T00:16:48.007551Z","shell.execute_reply":"2021-09-27T00:16:48.018653Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## DataBlock","metadata":{}},{"cell_type":"markdown","source":"Create the `datablock`, one for each type of scan","metadata":{}},{"cell_type":"code","source":"flair_source = '../input/rsna-miccai'\nt1w_source = '../input/t1w-one'\nt1wce_source = '../input/t1wce-one'\nt2w_source = '../input/t2w-one'\ndf = pd.read_csv(f'{source}/train_labels.csv')\ndf_rs = pd.read_csv(f'{flair_source}/train_Fcrop_one.csv')\ndf_t1w = pd.read_csv(f'{t1w_source}/T1w_brain_soft.csv')\ndf_1wce = pd.read_csv(f'{t1wce_source}/T1wCE_brain_soft.csv')\ndf_t2w = pd.read_csv(f'{t2w_source}/T2w_brain_soft.csv')","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:17:48.414735Z","iopub.execute_input":"2021-09-27T00:17:48.415116Z","iopub.status.idle":"2021-09-27T00:17:48.454644Z","shell.execute_reply.started":"2021-09-27T00:17:48.415084Z","shell.execute_reply":"2021-09-27T00:17:48.453811Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Function to extract the file name","metadata":{}},{"cell_type":"code","source":"def get_one(f):\n    one = f.split('/')[-1]\n    return one","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:17:59.134677Z","iopub.execute_input":"2021-09-27T00:17:59.135012Z","iopub.status.idle":"2021-09-27T00:17:59.140152Z","shell.execute_reply.started":"2021-09-27T00:17:59.134981Z","shell.execute_reply":"2021-09-27T00:17:59.138653Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Correct the path names for each image","metadata":{}},{"cell_type":"code","source":"df_rs['path'] = df_rs['path'].apply(lambda x: f'../input/rsna-miccai/train_crop_FLAIR/{get_one(x)}')\ndf_t1w['path'] = df_t1w['path'].apply(lambda x: f'../input/t1w-one/train/{get_one(x)}')\ndf_1wce['path'] = df_1wce['path'].apply(lambda x: f'../input/t1wce-one/train/{get_one(x)}')\ndf_t2w['path'] = df_t2w['path'].apply(lambda x: f'../input/t2w-one/train/{get_one(x)}')","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:18:04.808839Z","iopub.execute_input":"2021-09-27T00:18:04.809188Z","iopub.status.idle":"2021-09-27T00:18:04.819786Z","shell.execute_reply.started":"2021-09-27T00:18:04.809137Z","shell.execute_reply":"2021-09-27T00:18:04.818332Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Merge all into  one dataframe","metadata":{}},{"cell_type":"code","source":"df_rs['t1w_path']= df_t1w['path']\ndf_rs['t1wce_path'] = df_1wce['path']\ndf_rs['t2w_path'] = df_t2w['path']\ndf_rs","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:18:06.944740Z","iopub.execute_input":"2021-09-27T00:18:06.945091Z","iopub.status.idle":"2021-09-27T00:18:06.967213Z","shell.execute_reply.started":"2021-09-27T00:18:06.945057Z","shell.execute_reply":"2021-09-27T00:18:06.966019Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"We now have the dataframe we can use in consturcting the `DataBlock`\n\nSpecify some transforms","metadata":{}},{"cell_type":"code","source":"batch_tfms = [Resize(224), *aug_transforms(do_flip=False, \n                                           flip_vert=False, \n                                           max_rotate=27,  \n                                           min_zoom=1.,\n                                           max_zoom=1.,\n                                           max_lighting=0.1), Normalize.from_stats(*imagenet_stats)]","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:18:28.422289Z","iopub.execute_input":"2021-09-27T00:18:28.422620Z","iopub.status.idle":"2021-09-27T00:18:28.431780Z","shell.execute_reply.started":"2021-09-27T00:18:28.422592Z","shell.execute_reply":"2021-09-27T00:18:28.429796Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Specify the blocks, note that `n_inp` is set to 4 because there will be 4 inputs","metadata":{}},{"cell_type":"code","source":"blocks = (\n          ImageBlock(cls=PILImage),\n          ImageBlock(cls=PILImage),\n          ImageBlock(cls=PILImage),\n          ImageBlock(cls=PILImage),\n          CategoryBlock)\n\ngetters = [\n           ColReader('path'),\n           ColReader('t1w_path'),\n           ColReader('t1wce_path'),\n           ColReader('t2w_path'),\n           ColReader('value'),\n          ]\n\nmiccai = DataBlock(blocks=blocks,\n              getters=getters,\n              item_tfms=Resize(196),\n              n_inp=4\n              )\n\ndls = miccai.dataloaders(df_rs, bs=16)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:20:23.466235Z","iopub.execute_input":"2021-09-27T00:20:23.466577Z","iopub.status.idle":"2021-09-27T00:20:23.612842Z","shell.execute_reply.started":"2021-09-27T00:20:23.466541Z","shell.execute_reply":"2021-09-27T00:20:23.611997Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Training","metadata":{}},{"cell_type":"markdown","source":"Because we have 4 inputs we will have to alter the model so that it can accommodate the inputs (this is adapted from [here](https://docs.fast.ai/tutorial.siamese.html))","metadata":{}},{"cell_type":"code","source":"class MiccaiModel(Module):\n    def __init__(self, encoder, head):\n        self.encoder, self.head = encoder, head\n\n    def forward(self, x1, x2, x3, x4):\n        ftrs = torch.cat([self.encoder(x1), self.encoder(x2), self.encoder(x3), self.encoder(x4)], dim=1)\n        return self.head(ftrs)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:09.237153Z","iopub.execute_input":"2021-09-27T00:21:09.237563Z","iopub.status.idle":"2021-09-27T00:21:09.243925Z","shell.execute_reply.started":"2021-09-27T00:21:09.237531Z","shell.execute_reply":"2021-09-27T00:21:09.242940Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Specify the splitter","metadata":{}},{"cell_type":"code","source":"def miccai_splitter(model):\n    return [params(model.encoder), params(model.head)]","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:11.818383Z","iopub.execute_input":"2021-09-27T00:21:11.818722Z","iopub.status.idle":"2021-09-27T00:21:11.824592Z","shell.execute_reply.started":"2021-09-27T00:21:11.818691Z","shell.execute_reply":"2021-09-27T00:21:11.823442Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"In order to be able to use `timm` models the following is credited from [here](https://github.com/muellerzr/Practical-Deep-Learning-for-Coders-2.0/blob/master/Computer%20Vision/05_EfficientNet_and_Custom_Weights.ipynb)","metadata":{}},{"cell_type":"code","source":"def create_timm_body(arch:str, pretrained=True, cut=None, n_in=3):\n    \"Creates a body from any model in the `timm` library.\"\n    model = create_model(arch, pretrained=pretrained, num_classes=0, global_pool='')\n    _update_first_layer(model, n_in, pretrained)\n    if cut is None:\n        ll = list(enumerate(model.children()))\n        cut = next(i for i,o in reversed(ll) if has_pool_type(o))\n    if isinstance(cut, int): return nn.Sequential(*list(model.children())[:cut])\n    elif callable(cut): return cut(model)\n    else: raise NamedError(\"cut must be either integer or function\")\n        \ndef create_timm_model(arch:str, n_out, cut=None, pretrained=True, n_in=3, init=nn.init.kaiming_normal_, custom_head=None,\n                     concat_pool=True, **kwargs):\n    \"Create custom architecture using `arch`, `n_in` and `n_out` from the `timm` library\"\n    body = create_timm_body(arch, pretrained, None, n_in)\n    if custom_head is None:\n        nf = num_features_model(nn.Sequential(*body.children()))\n        head = create_head(nf, n_out, concat_pool=concat_pool, **kwargs)\n    else: head = custom_head\n    model = nn.Sequential(body, head)\n    if init is not None: apply_init(model[1], init)\n    return model\n\ndef timm_learner(dls, arch:str, loss_func=None, pretrained=True, cut=None, splitter=None,\n                y_range=None, config=None, n_out=None, normalize=True, **kwargs):\n    \"Build a convnet style learner from `dls` and `arch` using the `timm` library\"\n    if config is None: config = {}\n    if n_out is None: n_out = get_c(dls)\n    assert n_out, \"`n_out` is not defined, and could not be inferred from data, set `dls.c` or pass `n_out`\"\n    if y_range is None and 'y_range' in config: y_range = config.pop('y_range')\n    model = create_timm_model(arch, n_out, default_split, pretrained, y_range=y_range, **config)\n    learn = Learner(dls, model, loss_func=loss_func, splitter=default_split, **kwargs)\n    if pretrained: learn.freeze()\n    return learn","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:15.966238Z","iopub.execute_input":"2021-09-27T00:21:15.966594Z","iopub.status.idle":"2021-09-27T00:21:15.979636Z","shell.execute_reply.started":"2021-09-27T00:21:15.966561Z","shell.execute_reply":"2021-09-27T00:21:15.978582Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"os.makedirs('/root/.cache/torch/hub/checkpoints/')\n\n!cp '../input/rsna-miccai/ig_resnext101_32x16-c6f796b0.pth' '/root/.cache/torch/hub/checkpoints/ig_resnext101_32x16-c6f796b0.pth'\n#!cp '../input/rsna-miccai/semi_supervised_resnext101_32x16-15fffa57.pth' '/root/.cache/hub/checkpoints/semi_supervised_resnext101_32x16-15fffa57.pth'","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:19.081667Z","iopub.execute_input":"2021-09-27T00:21:19.081995Z","iopub.status.idle":"2021-09-27T00:21:27.270354Z","shell.execute_reply.started":"2021-09-27T00:21:19.081963Z","shell.execute_reply":"2021-09-27T00:21:27.269141Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"body = create_timm_body('ig_resnext101_32x16d', pretrained=True)\nhead = create_head(2048*4, 2, ps=0.5)\nmodel = MiccaiModel(body, head)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:27.272455Z","iopub.execute_input":"2021-09-27T00:21:27.272842Z","iopub.status.idle":"2021-09-27T00:21:31.272530Z","shell.execute_reply.started":"2021-09-27T00:21:27.272802Z","shell.execute_reply":"2021-09-27T00:21:31.271656Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"learn = Learner(dls,\n                model,\n                loss_func = LabelSmoothingCrossEntropy(),\n                metrics = accuracy,\n                cbs=[ShowGraphCallback(),\\\n                    SaveModelCallback(monitor='accuracy',fname='best_accuracy',comp=np.greater, with_opt=True)])\n\nlearn.to_fp16()","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:31.274113Z","iopub.execute_input":"2021-09-27T00:21:31.274456Z","iopub.status.idle":"2021-09-27T00:21:31.283428Z","shell.execute_reply.started":"2021-09-27T00:21:31.274421Z","shell.execute_reply":"2021-09-27T00:21:31.282518Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"learn.fit_one_cycle(27, 1e-3)","metadata":{"execution":{"iopub.status.busy":"2021-09-27T00:21:51.999588Z","iopub.execute_input":"2021-09-27T00:21:51.999934Z","iopub.status.idle":"2021-09-27T01:07:01.941632Z","shell.execute_reply.started":"2021-09-27T00:21:51.999902Z","shell.execute_reply":"2021-09-27T01:07:01.940698Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Submission","metadata":{}},{"cell_type":"markdown","source":"Load the model with the best accuracy","metadata":{}},{"cell_type":"code","source":"learn.load('best_accuracy')","metadata":{"execution":{"iopub.status.busy":"2021-09-27T01:07:25.316197Z","iopub.execute_input":"2021-09-27T01:07:25.316535Z","iopub.status.idle":"2021-09-27T01:07:26.990277Z","shell.execute_reply.started":"2021-09-27T01:07:25.316504Z","shell.execute_reply":"2021-09-27T01:07:26.989338Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"For the `test` set we will be doing the same as we did for the `train` set ie grab the best images within each test case folder and across each structural multi_parametric scan and save the file in .png format for inference.","metadata":{}},{"cell_type":"code","source":"test_set = '../input/rsna-miccai-brain-tumor-radiogenomic-classification/test'\n\nif not os.path.exists('./test'):\n    os.makedirs('./test')","metadata":{"execution":{"iopub.status.busy":"2021-09-27T01:07:27.147774Z","iopub.execute_input":"2021-09-27T01:07:27.148090Z","iopub.status.idle":"2021-09-27T01:07:27.154760Z","shell.execute_reply.started":"2021-09-27T01:07:27.148060Z","shell.execute_reply":"2021-09-27T01:07:27.153889Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_test = pd.DataFrame(columns=['id', 'value'])\ndf_test.id = os.listdir(\"../input/rsna-miccai-brain-tumor-radiogenomic-classification/test/\")\ndf_test[:5]","metadata":{"execution":{"iopub.status.busy":"2021-09-27T01:07:28.274870Z","iopub.execute_input":"2021-09-27T01:07:28.275213Z","iopub.status.idle":"2021-09-27T01:07:28.297912Z","shell.execute_reply.started":"2021-09-27T01:07:28.275177Z","shell.execute_reply":"2021-09-27T01:07:28.297150Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"def get_png(t):\n    f = t.split('/')\n    folderp = f'test/{f[-3]}/{f[-2]}'\n    filep = f'{folderp}/{f[-1]}'\n    fff = filep.split('.')[0]\n    outpath = f'{fff}.png'\n    \n    dicom = pydicom.read_file(t)\n    data = apply_voi_lut(dicom.pixel_array, dicom)\n    if dicom.PhotometricInterpretation == \"MONOCHROME1\":\n        data = np.amax(data) - data\n    data = data - np.min(data)\n    data = data / np.max(data)\n    data = (data * 255).astype(np.uint8)\n    height = len(data)\n    width = len(data[0])\n    \n    pixels_out = []\n    for row in data:\n        pixels_out.extend(row)\n    assert(len(pixels_out) == height * width)\n    image_out = Image.new('L', (width, height))\n    image_out.putdata(pixels_out)\n\n    if not os.path.exists(folderp):\n        os.makedirs(folderp)\n    image_out.save(outpath)\n    \n    return outpath, image_out","metadata":{"execution":{"iopub.status.busy":"2021-09-27T01:07:29.462415Z","iopub.execute_input":"2021-09-27T01:07:29.462737Z","iopub.status.idle":"2021-09-27T01:07:29.471518Z","shell.execute_reply.started":"2021-09-27T01:07:29.462709Z","shell.execute_reply":"2021-09-27T01:07:29.470267Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Get the probabilities","metadata":{}},{"cell_type":"code","source":"probs_one = []\nfor file in df_test['id']:\n    ## fLAIR\n    path = f'{test_set}/{file}/FLAIR/'\n    g = get_dicom_files(path)\n    dicom_dataframe = pd.DataFrame.from_dicoms(g, window=dicom_windows.brain_soft, px_summ=True)\n    pct = dicom_dataframe[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=True).reset_index(drop=True)\n    ff = pct['fname'][0]\n    png_file, image1 = get_png(ff)\n    print(png_file)\n    \n    #T1W\n    tpath = f'{test_set}/{file}/T1w/'\n    t = get_dicom_files(tpath)\n    dicom_dataframe2 = pd.DataFrame.from_dicoms(t, window=dicom_windows.brain_soft, px_summ=True)\n    pct2 = dicom_dataframe2[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=True).reset_index(drop=True)\n    fff = pct2['fname'][0]\n    png_file2, image2 = get_png(fff)\n    print(png_file2)\n    \n    #T1WCE\n    wpath = f'{test_set}/{file}/T1wCE/'\n    w = get_dicom_files(wpath)\n    dicom_dataframe3 = pd.DataFrame.from_dicoms(w, window=dicom_windows.brain_soft, px_summ=True)\n    pct3 = dicom_dataframe3[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=True).reset_index(drop=True)\n    ffff = pct3['fname'][0]\n    png_file3, image3 = get_png(ffff)\n    print(png_file3)\n    \n    #T2W\n    rpath = f'{test_set}/{file}/T2w/'\n    q = get_dicom_files(rpath)\n    dicom_dataframe4 = pd.DataFrame.from_dicoms(q, window=dicom_windows.brain_soft, px_summ=True)\n    pct4 = dicom_dataframe4[['PatientID', 'InstanceNumber', 'img_pct_window', 'img_mean', 'img_std', 'fname']].sort_values(by=['img_pct_window'], ascending=True).reset_index(drop=True)\n    fff3 = pct4['fname'][0]\n    png_file4, image4 = get_png(fff3)\n    print(png_file4)\n    \n    test_dl = learn.dls.test_dl([png_file, png_file2, png_file3, png_file4])\n    preds, probs2 = learn.tta(dl=test_dl, n=1)\n    print(preds, probs2)\n    show_images([image1, image2, image3, image4], titles=preds)\n    \n    value_0 = []\n    value_1 = []\n    for p in preds:\n        value_0.append(p[0].item())\n        value_1.append(p[1].item())\n    val0_final = sum(value_0)/4\n    val1_final = sum(value_1)/4\n    fin = [val0_final, val1_final]\n    print(max(fin))\n    probs_one.append(max(fin))","metadata":{"execution":{"iopub.status.busy":"2021-09-27T01:07:30.911707Z","iopub.execute_input":"2021-09-27T01:07:30.912028Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_test['value'] = pd.Series(probs_one).values","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_test.rename(columns={'id':'BraTS21ID','value':'MGMT_value'}, inplace=True)\ndf_test","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df_test.to_csv('submission.csv', index=False)","metadata":{"trusted":true},"execution_count":null,"outputs":[]}]}