{"cells":[{"metadata":{},"cell_type":"markdown","source":"# Introduction"},{"metadata":{},"cell_type":"markdown","source":"This Kernel objective is to expolre the dataset for Prostate cANcer graDe Assessment(PANDA)challenge.\n\nProstate cancer begins when cells in the prostate gland start to grow out of control.The prostate is gland only in males.It makes some of the fluid that is part of semen.\n\nThe prostate is below the bladder and in front of the rectum.just behind the prostate are glands called seminal vesicles that make most of the fluid for semen.The urethra,which 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"}}},{"metadata":{},"cell_type":"markdown","source":"# Objective"},{"metadata":{},"cell_type":"markdown","source":"To detect and classify the severity of prostate cancer on images of prostate tissue samples.\n\nIn practice,tissue samples are examined and scored by pathologists according to the so-called Gleason grading system which is later converted to an ISUP grade."},{"metadata":{"trusted":true},"cell_type":"code","source":"import numpy as np # linear algebra\nimport pandas as pd\nimport matplotlib.colors\nimport matplotlib.pyplot as plt\nfrom tqdm import tqdm_notebook\nfrom matplotlib.patches import Rectangle\nimport seaborn as sns\nimport openslide\nimport skimage.io\nimport cv2\nimport fastai\nfrom fastai.vision import *\n\nfrom IPython.display import Image, display\n\n# Plotly for the interactive viewer (see last section)\nimport plotly.graph_objs as go\nimport os\nimport torch\nimport matplotlib.pyplot as plt\nfrom fastai.metrics import KappaScore\n%matplotlib inline \nimport warnings\nwarnings.filterwarnings('ignore')\nimport torch\nimport torch.nn as nn\nimport torch.nn.functional as F\n\nbs = 2\nN = 12\nnworkers = 2\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\nMODELS = [f'../input/panda-starter-models/RNXT50_{i}.pth' for i in range(4)]\n\nsz = 128","execution_count":null,"outputs":[]},{"metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","trusted":true},"cell_type":"code","source":"# This Python 3 environment comes with many helpful analytics libraries installed\n# It is defined by the kaggle/python docker image: https://github.com/kaggle/docker-python\n# For example, here's several helpful packages to load in \n\n # data processing, CSV file I/O (e.g. pd.read_csv)\n\n# Input data files are available in the \"../input/\" directory.\n# For example, running this (by clicking run or pressing Shift+Enter) will list all files under the input directory\n\n\nfor dirname, _, filenames in os.walk('/kaggle/input'):\n    for filename in filenames:\n        print(os.path.join(dirname, filename))\n\n# Any results you write to the current directory are saved as output.","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"BASE_PATH='../input/prostate-cancer-grade-assessment/'\nDATA = BASE_PATH+'test_images'\nSAMPLE = BASE_PATH+'sample_submission.csv'\nTRAIN=BASE_PATH+'train.csv'\nTEST = BASE_PATH+'test.csv'","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"sys.path.insert( 0,'../input/semisupervised-imagenet-models/semi-supervised-ImageNet1K-models-master/')\nfrom hubconf import *","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# image and mask directories\ndata_dir = f'{BASE_PATH}/train_images'\nmask_dir = f'{BASE_PATH}/train_label_masks'","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"# Location of training labels\ntrain = pd.read_csv(f'{BASE_PATH}/train.csv')\ntest = pd.read_csv(f'{BASE_PATH}/test.csv')\nsubmission = pd.read_csv(f'{BASE_PATH}/sample_submission.csv')","execution_count":null,"outputs":[]},{"metadata":{"_uuid":"d629ff2d2480ee46fbb7e2d37f6b5fab8052498a","_cell_guid":"79c7e3d0-c299-4dcb-8224-4455121ee9b0","trusted":true},"cell_type":"code","source":"\ndisplay(train.head())\ndisplay(train.shape)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"train.info()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"train.data_provider.unique()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"display(len(train.data_provider.unique()))","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\ndisplay(test.head())\ndisplay(test.shape)\n                 ","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"test.info()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"train_image_list=os.listdir(os.path.join(BASE_PATH,'train_images'))\ntrain_label_masks_list=os.listdir(os.path.join(BASE_PATH,'train_label_masks'))","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"train_image_list","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"print(f\"train image_id list:{train.image_id.nunique()}\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\nprint(f\"train image list:{len(train_image_list)}\")\nprint(f\"train label masks list:{len(train_label_masks_list)}\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"print(f\"sample of image_id list:{train.image_id.values[0:3]}\")\nprint(f\"sample of image list:{train_image_list[0:3]}\")\nprint(f\"sample of label masks list:{train_label_masks_list[0:3]}\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"trimmed_image_list=[]\nfor img in train_image_list:\n    trimmed_image_list.append(img.split('.tiff')[0])","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"trimmed_label_masks_list=[]\nfor img in train_label_masks_list:\n    trimmed_label_masks_list.append(img.split('_mask.tiff')[0])","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"intersect_i_m=(set(trimmed_image_list) & set(trimmed_label_masks_list))\nintersect_id_m=(set(train.image_id.unique()) & set(trimmed_label_masks_list))\nintersect_id_i=(set(train.image_id.unique()) & set(trimmed_image_list))\nprint(f\"image(tiff) & label masks:{len(intersect_i_m)}\")\nprint(f\"image_id(train) & label masks:{len(intersect_id_m)}\")\nprint(f\"image_id(train) & image(tiff):{len(intersect_id_i)}\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"missing_masks=np.setdiff1d(trimmed_image_list,trimmed_label_masks_list)\nprint(f'missing masks:{len(missing_masks)} images(press output button to see the list)')","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"print(list(missing_masks))","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"sub=pd.read_csv(SAMPLE)\nsub.head()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"masks=os.listdir(BASE_PATH+'train_label_masks/')\nimages=os.listdir(BASE_PATH+'train_images/')\ndf_masks=pd.Series(masks).to_frame()\ndf_masks.columns=['mask_file_name']\ndf_masks['image_id']=df_masks.mask_file_name.apply(lambda x:x.split('_')[0])\ndf_train=pd.merge(train,df_masks,on='image_id',how='outer')\ndel df_masks","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"# Overview"},{"metadata":{},"cell_type":"markdown","source":"At first glance,we found 100 images without masks.For further analysis,we will drop the 100 images without a mask.\n\nit might be good idea to use these test cases for validation.All suspicious test cases found in this EDA are summarized in a .csv file "},{"metadata":{},"cell_type":"markdown","source":"# EDA"},{"metadata":{"trusted":true},"cell_type":"code","source":"import seaborn as sns\ndef plot_count(df,feature,title='',size=2):\n    f,ax=plt.subplots(1,1,figsize=(3*size,2*size))\n    total=float(len(df))\n    sns.countplot(df[feature],order=df[feature].value_counts().index,palette='Set3')\n    plt.title(title)\n    for p in ax.patches:\n        height=p.get_height()\n        ax.text(p.get_x()+p.get_width()/2,height+3,'{:1.2f}%'.format(100*height/total),ha=\"center\")\n    plt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_count(train,'data_provider','Data provider-data count and percent')","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_count(train,'isup_grade','ISUP grade - data count and percent',size=3)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_count(train,'gleason_score','Gleason score -data count and percent',size=3)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"fig,ax=plt.subplots(nrows=1,figsize=(12,6))\ntmp=train.groupby('isup_grade')['gleason_score'].value_counts()\ndf=pd.DataFrame(data={'Exams':tmp.values},index=tmp.index).reset_index()\nsns.barplot(ax=ax,x='isup_grade',y='Exams',hue='gleason_score',data=df,palette='Set1')\nplt.title(\"Number of examinations grouped on ISUP grade and Gleason Score\")\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"fig,ax=plt.subplots(nrows=1,figsize=(8,8))\nheatmap_data=pd.pivot_table(df,values='Exams',index=['isup_grade'],columns='gleason_score')\nsns.heatmap(heatmap_data,cmap='YlGnBu',linewidth=0.5,linecolor='Red')\nplt.title('Number of examination grouped on ISUP grade and gleason score')\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"# Gleason Score and ISUP Grade"},{"metadata":{},"cell_type":"markdown","source":"The grading process consists of finding and classifying cancer tissue into so-called Gleaon patterns(3,4, or 5).After the biopsy is assigned a Gleason score,it is converted into an ISUP grade on 1-5 scale.However,the system suffers from significant inter-observer variability between pathologists,limiting its usefulness for individual patients."},{"metadata":{"trusted":true},"cell_type":"code","source":"from IPython.display import HTML, display\n\ndata = [[\"Gleason Score\", \"ISUP Grade\"],\n        [\"0+0\", \"0\"], [\"negative\", \"0\"],\n        [\"3+3\", \"1\"], [\"3+4\", \"2\"], [\"4+3\", \"3\"], \n        [\"4+4\", \"4\"], [\"3+5\", \"4\"], [\"5+3\", \"4\"],\n        [\"4+5\", \"5\"], [\"5+4\", \"5\"], [\"5+5\", \"5\"],\n        ]\n\ndisplay(HTML(\n   '<table><tr>{}</tr></table>'.format(\n       '</tr><tr>'.join(\n           '<td>{}</td>'.format('</td><td>'.join(str(_) for _ in row)) for row in data)\n      )\n))\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"fig, ax = plt.subplots(nrows=1,figsize=(12,6)) \ntmp = train.groupby('data_provider')['gleason_score'].value_counts() \ndf = pd.DataFrame(data={'Exams': tmp.values}, index=tmp.index).reset_index() \nsns.barplot(ax=ax,x = 'data_provider', y='Exams',hue='gleason_score',data=df, palette='Set1') \nplt.title(\"Number of examinations grouped on Data provider and Gleason score\") \nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"markdown","source":"**One Mislabeled Image?**"},{"metadata":{},"cell_type":"markdown","source":"In the above dataframe it looks like one image might have been converted to wrong ISUP grade."},{"metadata":{"trusted":true},"cell_type":"code","source":"df_train[(df_train.isup_grade==2)&(df_train.gleason_score !='3+4')]","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"All the Karolinska images in the training data is graded by the same pathologist.However,for the test set we used several pathologists who each labeled the images using ISUP(not Gleason) and derived a consensus label.The mislabeled image was one of the those images but was later moved to the training set. "},{"metadata":{},"cell_type":"markdown","source":"# Differences Between Data Providers"},{"metadata":{},"cell_type":"markdown","source":"They used different scanners with slightly different maximu  microscope resolutions and worked with different pathologists for labeling their images."},{"metadata":{"trusted":true},"cell_type":"code","source":"data_providers=df_train.data_provider.unique()\nfig=plt.figure(figsize=(6,4))\nax=sns.countplot(x=\"isup_grade\",hue=\"data_provider\",data=df_train)\nplt.title(\"ISUP Grade Count by Data Provider\",fontsize=14)\nplt.xlabel(\"ISUP Grade\",fontsize=14)\nplt.ylabel(\"Count\",Fontsize=14)\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"data_providers=df_train.gleason_score.unique()\nfig=plt.figure(figsize=(6,4))\nax=sns.countplot(x=\"isup_grade\",hue=\"gleason_score\",data=df_train)\nplt.title(\"ISUP Grade Count by gleason_score\",fontsize=14)\nplt.xlabel(\"ISUP Grade\",fontsize=14)\nplt.ylabel(\"Count\",Fontsize=14)\nplt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def plot_relative_distribution(df, feature, hue, title='', size=2):\n    f, ax = plt.subplots(1,1, figsize=(4*size,3*size))\n    total = float(len(df))\n    sns.countplot(x=feature, hue=hue, data=df, palette='Set2')\n    plt.title(title)\n    for p in ax.patches:\n        height = p.get_height()\n        ax.text(p.get_x()+p.get_width()/2.,\n                height + 3,\n                '{:1.2f}%'.format(100*height/total),\n                ha=\"center\") \n    plt.show()","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_relative_distribution(df=train, feature='isup_grade', hue='data_provider', title = 'relative count plot of isup_grade with data_provider', size=2)\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_relative_distribution(df=train, feature='gleason_score', hue='data_provider', title = 'relative count plot of gleason_score with data_provider', size=3)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"plot_relative_distribution(df=train, feature='isup_grade', hue='gleason_score', title = 'relative count plot of isup_grade with gleason_score', size=3)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"# Visualizing Image and Mask Samples"},{"metadata":{},"cell_type":"markdown","source":"Let's have a quick first look at the differences between the data providers in regards to the original images and the masks.\n\n**Radboud:**Prostate glands are individually labelled.Valid values are:\n* 0:background (non tissue) or unknown\n* 1:stroma(connective tissue,non-epithelium tissue)\n* 2.healthy (benign) epithelium\n* 3.cancerous epithelium (Gleason 3)\n* 4.Cancerous epithelium (Gleason 4)\n* 5.Cancerous epithelium (Gleason 5)\n\n**Karolinska**:Regions are labelled.Valid values are:\n* [0]:backgound (non tissue) or unknown\n* [1]:benign tissue(stroma and epithelium combined)\n* [2]:cancerous tissue (stroma and epithelium combined)"},{"metadata":{"trusted":true},"cell_type":"code","source":"def display_images(slides): \n    f, ax = plt.subplots(5,3, figsize=(18,22))\n    for i, slide in enumerate(slides):\n        image = openslide.OpenSlide(os.path.join(data_dir, f'{slide}.tiff'))\n        spacing = 1 / (float(image.properties['tiff.XResolution']) / 10000)\n        patch = image.read_region((1780,1950), 0, (256, 256))\n        ax[i//3, i%3].imshow(patch) \n        image.close()       \n        ax[i//3, i%3].axis('off')\n        \n        image_id = slide\n        data_provider = train.loc[slide, 'data_provider']\n        isup_grade = train.loc[slide, 'isup_grade']\n        gleason_score = train.loc[slide, 'gleason_score']\n        ax[i//3, i%3].set_title(f\"ID: {image_id}\\nSource: {data_provider} ISUP: {isup_grade} Gleason: {gleason_score}\")\n\n    plt.show() \n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"images = ['07a7ef0ba3bb0d6564a73f4f3e1c2293','037504061b9fba71ef6e24c48c6df44d','035b1edd3d1aeeffc77ce5d248a01a53','059cbf902c5e42972587c8d17d49efed','06a0cbd8fd6320ef1aa6f19342af2e68','06eda4a6faca84e84a781fee2d5f47e1','0a4b7a7499ed55c71033cefb0765e93d','0838c82917cd9af681df249264d2769c','046b35ae95374bfb48cdca8d7c83233f','074c3e01525681a275a42282cd21cbde',\n'05abe25c883d508ecc15b6e857e59f32','05f4e9415af9fdabc19109c980daf5ad','060121a06476ef401d8a21d6567dee6d','068b0e3be4c35ea983f77accf8351cc8','08f055372c7b8a7e1df97c6586542ac8'\n]\n\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"display_images(images)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def display_masks(slides): \n    f, ax = plt.subplots(5,3, figsize=(18,22))\n    for i, slide in enumerate(slides):\n        \n        mask = openslide.OpenSlide(os.path.join(mask_dir))\n        mask_data = mask.read_region((0,0), mask.level_count - 1, mask.level_dimensions[-1])\n        cmap = matplotlib.colors.ListedColormap(['black', 'gray', 'green', 'yellow', 'orange', 'red'])\n\n        ax[i//3, i%3].imshow(np.asarray(mask_data)[:,:,0], cmap=cmap, interpolation='nearest', vmin=0, vmax=5) \n        mask.close()       \n        ax[i//3, i%3].axis('off')\n        \n        image_id = slide\n        data_provider = train.loc[slide, 'data_provider']\n        isup_grade = train.loc[slide, 'isup_grade']\n        gleason_score = train.loc[slide, 'gleason_score']\n        ax[i//3, i%3].set_title(f\"ID: {image_id}\\nSource: {data_provider} ISUP: {isup_grade} Gleason: {gleason_score}\")\n        f.tight_layout()\n        \n    plt.show()\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"display_masks(data_sample)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"data_providers = ['karolinska', 'radboud']\ntrain_df = pd.read_csv(f'{BASE_PATH}/train.csv')\nmasks = os.listdir(mask_dir)\nmasks_df = pd.Series(masks).to_frame()\nmasks_df.columns = ['mask_file_name']\nmasks_df['image_id'] = masks_df.mask_file_name.apply(lambda x: x.split('_')[0])\ntrain_df = pd.merge(train_df, masks_df, on='image_id', how='outer')\ndel masks_df\nprint(f\"There are {len(train_df[train_df.mask_file_name.isna()])} images without a mask.\")\n\n## removing items where image mask is null\ntrain_df = train_df[~train_df.mask_file_name.isna()]","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"display_masks(data_sample)\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"markdown","source":"few images and associated masks for samples with Gleason Score(5+5)"},{"metadata":{"trusted":true},"cell_type":"code","source":"sample_images = list(train.loc[train.gleason_score==\"5+5\", \"image_id\"])\nsample_images = [ '08459aaedfda0679aab403ababbd6ece','0a848ccbbb065ef5ee59dd01710f8531', '0bbbb6734f721f4df4d2ba60ade0ed15', \n                 '0bd231c85b2695e2cf021299e67a6afc',  '0efdb66c93d6b474d93dfe41e40be6ca', '1364c10e1e7f1ad0457f649a44d74888', \n                 '1e644a98460e4f7ea50717720a001efd',  '1fb65315d7ded63d688194863a1b123e', '244d9617bd58fa1db73ab4c1f40d298e']\ndata_sample = train.loc[train.image_id.isin(sample_images)]\nshow_images(data_sample)\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def load_and_resize_image(img_id):\n    \"\"\"\n    Edited from https://www.kaggle.com/xhlulu/panda-resize-and-save-train-data\n    \"\"\"\n    biopsy = skimage.io.MultiImage(os.path.join(data_dir, f'{img_id}.tiff'))\n    return cv2.resize(biopsy[-1], (512, 512))\n\ndef load_and_resize_mask(img_id):\n    \"\"\"\n    Edited from https://www.kaggle.com/xhlulu/panda-resize-and-save-train-data\n    \"\"\"\n    biopsy = skimage.io.MultiImage(os.path.join(mask_dir, f'{img_id}_mask.tiff'))\n    return cv2.resize(biopsy[-1], (512, 512))[:,:,0]","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"\nlabels = []\nfor grade in range(train.isup_grade.nunique()):\n    fig, ax = plt.subplots(nrows=4, ncols=4, figsize=(22, 22))\n\n    for i, row in enumerate(ax):\n        idx = i//2\n        temp = train_df[(train_df.isup_grade == grade) & (train_df.data_provider == data_providers[idx])].image_id.head(4).reset_index(drop=True)\n        if i%2 < 1:\n            labels.append(f'{data_providers[idx]} (image)')\n            for j, col in enumerate(row):\n                col.imshow(load_and_resize_image(temp[j]))\n                col.set_title(f\"ID: {temp[j]}\")\n                \n        else:\n            labels.append(f'{data_providers[idx]} (mask)')\n            for j, col in enumerate(row):\n                if data_providers[idx] == 'radboud':\n                    col.imshow(load_and_resize_mask(temp[j]), \n                               cmap = matplotlib.colors.ListedColormap(['white', 'lightgrey', 'green', 'orange', 'red', 'darkred']), \n                               norm = matplotlib.colors.Normalize(vmin=0, vmax=5, clip=True))\n                else:\n                    col.imshow(load_and_resize_mask(temp[j]), \n                           cmap = matplotlib.colors.ListedColormap(['white', 'green', 'red']), \n                           norm = matplotlib.colors.Normalize(vmin=0, vmax=2, clip=True))\n                    \n                gleason_score = train.loc[temp[j], 'gleason_score']\n                col.set_title(f\"ID: {temp[j]}\")\n        \n    for row, r in zip(ax[:,0], labels):\n        row.set_ylabel(r, rotation=90, size='large', fontsize=14)\n\n    plt.suptitle(f'ISUP Grade {grade}', fontsize=20)\n    plt.show()","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"Parse all images for train data to extract image characteristics"},{"metadata":{},"cell_type":"markdown","source":"# **Overlaying masks on the slides**"},{"metadata":{},"cell_type":"markdown","source":"As the masks have the same dimension as the slides ,we can overlay the masks on the tissue to directly see which areas are cancerous .This overlay can help you identifying the different growth patterns.To do this,we load both the mask and the biopsy and merge them using PIL. "},{"metadata":{},"cell_type":"raw","source":"Note : In the example below you can also observe a few pen marking slide (dark green smudges).These markings are not part of the tissue but were made by the pathologists who originally checked this case.These pen markings are available on some slides in the training set."},{"metadata":{"trusted":true},"cell_type":"code","source":"def overlay_mask_on_slide(images, center='radboud', alpha=0.8, max_size=(800, 800)):\n    \"\"\"Show a mask overlayed on a slide.\"\"\"\n    f, ax = plt.subplots(5,3, figsize=(18,22))\n    \n    \n    for i, image_id in enumerate(images):\n        slide = openslide.OpenSlide(os.path.join(data_dir, f'{image_id}.tiff'))\n        mask = openslide.OpenSlide(os.path.join(mask_dir, f'{image_id}_mask.tiff'))\n        slide_data = slide.read_region((0,0), slide.level_count - 1, slide.level_dimensions[-1])\n        mask_data = mask.read_region((0,0), mask.level_count - 1, mask.level_dimensions[-1])\n        mask_data = mask_data.split()[0]\n        \n        \n        # Create alpha mask\n        alpha_int = int(round(255*alpha))\n        if center == 'radboud':\n            alpha_content = np.less(mask_data.split()[0], 2).astype('uint8') * alpha_int + (255 - alpha_int)\n        elif center == 'karolinska':\n            alpha_content = np.less(mask_data.split()[0], 1).astype('uint8') * alpha_int + (255 - alpha_int)\n\n        alpha_content = PIL.Image.fromarray(alpha_content)\n        preview_palette = np.zeros(shape=768, dtype=int)\n\n        if center == 'radboud':\n            # Mapping: {0: background, 1: stroma, 2: benign epithelium, 3: Gleason 3, 4: Gleason 4, 5: Gleason 5}\n            preview_palette[0:18] = (np.array([0, 0, 0, 0.5, 0.5, 0.5, 0, 1, 0, 1, 1, 0.7, 1, 0.5, 0, 1, 0, 0]) * 255).astype(int)\n        elif center == 'karolinska':\n            # Mapping: {0: background, 1: benign, 2: cancer}\n            preview_palette[0:9] = (np.array([0, 0, 0, 0, 1, 0, 1, 0, 0]) * 255).astype(int)\n\n        mask_data.putpalette(data=preview_palette.tolist())\n        mask_rgb = mask_data.convert(mode='RGB')\n        overlayed_image = PIL.Image.composite(image1=slide_data, image2=mask_rgb, mask=alpha_content)\n        overlayed_image.thumbnail(size=max_size, resample=0)\n\n        \n        ax[i//3, i%3].imshow(overlayed_image) \n        slide.close()\n        mask.close()       \n        ax[i//3, i%3].axis('off')\n        \n        data_provider = train.loc[image_id, 'data_provider']\n        isup_grade = train.loc[image_id, 'isup_grade']\n        gleason_score = train.loc[image_id, 'gleason_score']\n        ax[i//3, i%3].set_title(f\"ID: {image_id}\\nSource: {data_provider} ISUP: {isup_grade} Gleason: {gleason_score}\")\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"overlay_mask_on_slide(images)","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"#  Expolring images with pen markers"},{"metadata":{},"cell_type":"markdown","source":"It is mentioned that in training dataset,there are few images with pen markers on them.The organizers left us with a Note as described below.\nNote:that slightly different procedures were in place for the images used in the test set than training set.Some of the training set images have stray pen marks on them,but the test slides are free of pen marks."},{"metadata":{"trusted":true},"cell_type":"code","source":"overlay_mask_on_slide(images)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"pen_marked_images = [\n    \n    'ebb6a080d72e09f6481721ef9f88c472',\n    'ebb6d5ca45942536f78beb451ee43cc4',\n    'ea9d52d65500acc9b9d89eb6b82cdcdf',\n    'e726a8eac36c3d91c3c4f9edba8ba713',\n    'e90abe191f61b6fed6d6781c8305fe4b',\n    'fd0bb45eba479a7f7d953f41d574bf9f',\n    'ff10f937c3d52eff6ad4dd733f2bc3ac',\n    'feee2e895355a921f2b75b54debad328',\n    'feac91652a1c5accff08217d19116f1c',\n    'fb01a0a69517bb47d7f4699b6217f69d',\n    'f00ec753b5618cfb30519db0947fe724',\n    'e9a4f528b33479412ee019e155e1a197',\n    'f062f6c1128e0e9d51a76747d9018849',\n    'f39bf22d9a2f313425ee201932bac91a',\n]","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"overlay_mask_on_slide(pen_marked_images)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"import time\nstart_time = time.time()\nslide_dimensions, spacings, level_counts = [], [], []\n\nfor image_id in train.image_id:\n    image = str(image_id)+'.tiff'\n    image_path = os.path.join(PATH,\"train_images\",image)\n    slide = openslide.OpenSlide(image_path)\n    spacing = 1 / (float(slide.properties['tiff.XResolution']) / 10000)\n    slide_dimensions.append(slide.dimensions)\n    spacings.append(spacing)\n    level_counts.append(slide.level_count)\n    slide.close()\n    del slide\n\ntrain['width']  = [i[0] for i in slide_dimensions]\ntrain['height'] = [i[1] for i in slide_dimensions]\ntrain['spacing'] = spacings\ntrain['level_count'] = level_counts\n\nend_time = time.time()\nprint(f\"Total processing time: {round(end_time - start_time,2)} sec.\")","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"markdown","source":"# Model"},{"metadata":{"trusted":true},"cell_type":"code","source":"\n\nclass MishFunction(torch.autograd.Function):\n    @staticmethod\n    def forward(ctx, x):\n        ctx.save_for_backward(x)\n        return x * torch.tanh(F.softplus(x))   # x * tanh(ln(1 + exp(x)))\n\n    @staticmethod\n    def backward(ctx, grad_output):\n        x = ctx.saved_variables[0]\n        sigmoid = torch.sigmoid(x)\n        tanh_sp = torch.tanh(F.softplus(x)) \n        return grad_output * (tanh_sp + x * sigmoid * (1 - tanh_sp * tanh_sp))\n\nclass Mish(nn.Module):\n    def forward(self, x):\n        return MishFunction.apply(x)\n\ndef to_Mish(model):\n    for child_name, child in model.named_children():\n        if isinstance(child, nn.ReLU):\n            setattr(model, child_name, Mish())\n        else:\n            to_Mish(child)\n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def _resnext(url,block,layers,pretrained,progress,**kwargs):\n    model=ResNet(block,layers,**kwargs)\n    return model\nclass Model(nn.Module):\n    def __init__(self,arch='resnext50_32x4d',n=6,pre=True):\n        super().__init__()\n        m=_resnext(semi_supervised_model_urls[arch],Bottleneck,[3,4,6,3],False,progress=False,groups=32,width_per_group=4)\n        self.enc=nn.Sequential(*list(m.children())[:-2])\n        nc=list(m.children())[-1].in_features\n        self.head = nn.Sequential(AdaptiveConcatPool2d(),Flatten(),nn.Linear(2*nc,512),\n                Mish(),nn.BatchNorm1d(512),nn.Dropout(0.5),nn.Linear(512,n))\n        \n    def forward(self, x):\n        shape = x.shape\n        n = shape[1]\n        x = x.view(-1,shape[2],shape[3],shape[4])\n        x = self.enc(x)\n        shape = x.shape\n        x = x.view(-1,n,shape[1],shape[2],shape[3]).permute(0,2,1,3,4).contiguous()\\\n          .view(-1,shape[1],shape[2]*n,shape[3])\n        x = self.head(x)\n        return x\nmodels = []","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"models = []\nfor path in MODELS:\n    state_dict = torch.load(path,map_location=torch.device('cpu'))\n    model = Model()\n    model.load_state_dict(state_dict)\n    model.float()\n    model.eval()\n    model.cuda()\n    models.append(model)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"del state_dict","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"def tile(img):\n    shape = img.shape\n    pad0,pad1 = (sz - shape[0]%sz)%sz, (sz - shape[1]%sz)%sz\n    img = np.pad(img,[[pad0//2,pad0-pad0//2],[pad1//2,pad1-pad1//2],[0,0]],\n                 constant_values=255)\n    img = img.reshape(img.shape[0]//sz,sz,img.shape[1]//sz,sz,3)\n    img = img.transpose(0,2,1,3,4).reshape(-1,sz,sz,3)\n    if len(img) < N:\n        img = np.pad(img,[[0,N-len(img)],[0,0],[0,0],[0,0]],constant_values=255)\n    idxs = np.argsort(img.reshape(img.shape[0],-1).sum(-1))[:N]\n    img = img[idxs]\n    return img\n\nmean = torch.tensor([1.0-0.90949707, 1.0-0.8188697, 1.0-0.87795304])\nstd = torch.tensor([0.36357649, 0.49984502, 0.40477625])\n\nclass PandaDataset(Dataset):\n    def __init__(self, path, test):\n        self.path = path\n        self.names = list(pd.read_csv(test).image_id)\n\n    def __len__(self):\n        return len(self.names)\n\n    def __getitem__(self, idx):\n        name = self.names[idx]\n        img = skimage.io.MultiImage(os.path.join(DATA,name+'.tiff'))[-1]\n        tiles = torch.Tensor(1.0 - tile(img)/255.0)\n        tiles = (tiles - mean)/std\n        return tiles.permute(0,3,1,2), name","execution_count":null,"outputs":[]},{"metadata":{},"cell_type":"markdown","source":"# Prediction"},{"metadata":{"trusted":true},"cell_type":"code","source":"sub_df = pd.read_csv(SAMPLE)\nif os.path.exists(DATA):\n    ds = PandaDataset(DATA,TEST)\n    dl = DataLoader(ds, batch_size=bs, num_workers=nworkers, shuffle=False)\n    names,preds = [],[]\n\n    with torch.no_grad():\n        for x,y in tqdm(dl):\n            x = x.cuda()\n            #dihedral TTA\n            x = torch.stack([x,x.flip(-1),x.flip(-2),x.flip(-1,-2),\n              x.transpose(-1,-2),x.transpose(-1,-2).flip(-1),\n              x.transpose(-1,-2).flip(-2),x.transpose(-1,-2).flip(-1,-2)],1)\n            x = x.view(-1,N,3,sz,sz)\n            p = [model(x) for model in models]\n            p = torch.stack(p,1)\n            p = p.view(bs,8*len(models),-1).mean(1).argmax(-1).cpu()\n            names.append(y)\n            preds.append(p)\n    \n    names = np.concatenate(names)\n    preds = torch.cat(preds).numpy()\n    sub_df = pd.DataFrame({'image_id': names, 'isup_grade': preds})\n    \n","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"sub_df.to_csv(\"submission.csv\", index=False)\nsub_df.head(5)","execution_count":null,"outputs":[]},{"metadata":{"trusted":true},"cell_type":"code","source":"","execution_count":null,"outputs":[]}],"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":4,"nbformat_minor":4}