{"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":"code","source":"import os\nimport cv2\nimport random\nimport matplotlib.pyplot as plt\nimport pandas as pd\nimport tensorflow as tf\nimport numpy as np\nfrom tensorflow.keras.callbacks import Callback\nfrom tensorflow.keras.models import Model\nfrom tensorflow.keras.optimizers import *\nfrom tensorflow.keras.layers import *\nfrom tensorflow.keras.utils import to_categorical,plot_model\nfrom sklearn.model_selection import train_test_split","metadata":{"id":"_NOzzvVXO-Nn","execution":{"iopub.status.busy":"2021-12-13T21:45:11.429752Z","iopub.execute_input":"2021-12-13T21:45:11.430226Z","iopub.status.idle":"2021-12-13T21:45:19.508901Z","shell.execute_reply.started":"2021-12-13T21:45:11.430175Z","shell.execute_reply":"2021-12-13T21:45:19.508042Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"df=pd.read_csv(\"../input/plant-pathology-2021-fgvc8/train.csv\")","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:45:19.512518Z","iopub.execute_input":"2021-12-13T21:45:19.512872Z","iopub.status.idle":"2021-12-13T21:45:19.56587Z","shell.execute_reply.started":"2021-12-13T21:45:19.51284Z","shell.execute_reply":"2021-12-13T21:45:19.564891Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# 이미지 확장","metadata":{}},{"cell_type":"code","source":"main_dir = \"../input/plant-pathology-2021-fgvc8/train_images\"\npath_list = os.listdir(main_dir) #include paths for training samples","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:45:19.56889Z","iopub.execute_input":"2021-12-13T21:45:19.569475Z","iopub.status.idle":"2021-12-13T21:45:19.899366Z","shell.execute_reply.started":"2021-12-13T21:45:19.569424Z","shell.execute_reply":"2021-12-13T21:45:19.898637Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# path = \"../input/resized-plant2021/img_sz_256/\"","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:45:19.900895Z","iopub.execute_input":"2021-12-13T21:45:19.901431Z","iopub.status.idle":"2021-12-13T21:45:19.90659Z","shell.execute_reply.started":"2021-12-13T21:45:19.901385Z","shell.execute_reply":"2021-12-13T21:45:19.905208Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"'''\nX_train, y_train = list(), list() \n\nfor file in path_list:\n    first_slice = file.split('.')\n    name = first_slice[0]\n    X_train.append(img)\n    \n    X_train, y_train = train_test_split(name,test_size=.17, random_state=44)\n#X_train = np.array(X_train).astype('float32')/255.0\n#y_train = np.array(y_train,dtype=np.float32)\n'''","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:45:19.911236Z","iopub.execute_input":"2021-12-13T21:45:19.911749Z","iopub.status.idle":"2021-12-13T21:45:19.922345Z","shell.execute_reply.started":"2021-12-13T21:45:19.911702Z","shell.execute_reply":"2021-12-13T21:45:19.921723Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"from keras.preprocessing.image import ImageDataGenerator\n\ndatagen = ImageDataGenerator(rescale=1/255.0,\n                            rotation_range=5,\n                            zoom_range=0.1,\n                            shear_range=0.05,\n                            horizontal_flip=True,\n                            validation_split=0.2)\n       \ntrain_generator = datagen.flow_from_dataframe(\n    df,\n    directory='../input/resized-plant2021/img_sz_256/',\n    subset='training',\n    x_col='image',\n    y_col='labels',\n    target_size=(224,224),\n    color_mode='rgb',\n    class_mode='categorical',\n    batch_size=32,\n    shuffle=True,\n    seed=444\n    )\n\n#'../input/plant-pathology-2021-fgvc8/train_images'\nvalid_generator = datagen.flow_from_dataframe(\n    df,\n    directory='../input/resized-plant2021/img_sz_256/',\n    subset='validation',\n    x_col='image',\n    y_col='labels',\n    target_size=(224,224),\n    color_mode='rgb',\n    class_mode='categorical',\n    batch_size=32,\n    shuffle=True,\n    seed=444\n    )","metadata":{"id":"snWtH9yew747","outputId":"cab85e66-a6fc-443d-9d87-65ebb7901c19","execution":{"iopub.status.busy":"2021-12-13T21:45:19.923639Z","iopub.execute_input":"2021-12-13T21:45:19.924047Z","iopub.status.idle":"2021-12-13T21:46:21.317542Z","shell.execute_reply.started":"2021-12-13T21:45:19.924012Z","shell.execute_reply":"2021-12-13T21:46:21.316769Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"데이터 세트를 트래핑하는데 데이터 확대를 적용합니다.","metadata":{"id":"s6sLNvdxB7kP"}},{"cell_type":"markdown","source":"inception# 인셉션 블록을 구현하는 중입니다.\n\n모델 반환 함수로 차원 축소를 적용한 인셉션 모듈이 구현된다. 각 시작에는 4개의 경로가 있습니다. 첫 번째 경로 : --> 이 계층의 컨볼루션 레이어 필터가 1개 있음 (#1 X 1)과 같은 레이블입니다.\n\n두 번째 경로 : -->에는 (#3x3 축소)로 표시된 첫 번째 레이어 레이블과 (#3x3)로 표시된 두 번째 레이어의 스택 컨볼루션 레이어 필터 크기가 있습니다.\n\n세 번째 경로 : -->에는 (#5x5 축소)로 표시된 첫 번째 레이어 레이블과 (#5x5)로 표시된 두 번째 레이어의 스택 컨볼루션 레이어 필터 크기가 있습니다.\n\nfouth path : --> 2개의 스택 레이어가 있습니다. 첫 번째 레이어는 3x3 최대 풀링이고 두 번째 레이어는 1x1 컨볼루션 필터 크기입니다.\n\n종이에 언급된 바와 같이, 완전히 연결된 레이어와 패딩을 제외한 모든 레이어는 relu 활성화 기능을 가지고 있다.\n\n\n\n","metadata":{"id":"wrcZi8kjQS5R"}},{"cell_type":"code","source":"def inception(previous_layer, filter_1x1, filters_3x3,filters_5x5, filter_pool_proj):\n    #Path 1 \n    conv_1x1 = Conv2D(filter_1x1, kernel_size=1, padding='same', activation='relu')(previous_layer)\n    \n    #Path 2\n    conv_3x3 = Conv2D(filters_3x3[0], kernel_size=1, padding='same', activation='relu')(previous_layer)\n    conv_3x3 = Conv2D(filters_3x3[1], kernel_size=3, padding='same', activation='relu')(conv_3x3)\n    \n    #Path 3\n    conv_5x5 = Conv2D(filters_5x5[0], kernel_size=1, padding='same', activation='relu')(previous_layer)\n    conv_5x5 = Conv2D(filters_5x5[1], kernel_size=5, padding='same', activation='relu')(conv_5x5)\n    \n    #Path 4\n    pool_proj = MaxPool2D(pool_size=(3, 3) ,padding='same',strides=(1, 1))(previous_layer) # pool_size = (3, 3) as mentioned at paper.\n    pool_proj =  Conv2D(filter_pool_proj, kernel_size=1, padding='same', activation='relu')(pool_proj)\n    \n    #Filter concatenation\n    filter_concatenation = concatenate([conv_1x1, conv_3x3, conv_5x5, pool_proj])\n    \n    return filter_concatenation\n  ","metadata":{"id":"WO96-MxnjPre","execution":{"iopub.status.busy":"2021-12-13T21:46:21.318996Z","iopub.execute_input":"2021-12-13T21:46:21.319315Z","iopub.status.idle":"2021-12-13T21:46:21.331662Z","shell.execute_reply.started":"2021-12-13T21:46:21.319269Z","shell.execute_reply":"2021-12-13T21:46:21.330795Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# GoogLeNet 인셉션 아키텍처의 구현.\n","metadata":{}},{"cell_type":"markdown","source":"본 논문에서 인셉션 깊이가 2라고 언급되었지만, 기울기가 사라지는 문제를 피하고 훈련 가능한 무게를 줄이기 위해 1로 줄였습니다.\n이 응용 프로그램에 대해 inception의 deoth를 감소시키는 것을 발견했습니다 , 더 높은 정확도를 출력합니다.","metadata":{"id":"qIiGOQJDQzwy"}},{"cell_type":"markdown","source":"![image.png](data:image/png;base64,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)","metadata":{"id":"5qIAKxH02aRY"}},{"cell_type":"markdown","source":"우리는 그것을 추론한다.\n첫 번째 레이어는 컨볼루션 커널 크기가 7x7이고 스트라이드는 2입니다.\n두 번째 레이어는 최대 풀링 커널 크기는 3x3이고 스트라이드는 2입니다.\n세 번째 레이어는 최대 풀링 커널 크기는 3x3이고 스트라이드는 1입니다.\n네 번째 레이어는 최대 풀링 커널 크기는 3x3이고 스트라이드는 2입니다.\n\n네 번째 레이어는 스택 인셉션 레이어를 사용할 수 있지만 인셉션 (3b)과 인셉션 (4e) 이후 최대 풀 레이어 커널 크기는 3x3이고 스트라이드는 2이다.","metadata":{}},{"cell_type":"code","source":"class save_bestWeights(Callback): # save best model weights\n    def __init__(self, key):\n        self.__loss = float('inf') #initialize with highest value to find the lowest values. \n        self.__acc = 0 #initialize with zero value to find the best values.\n        self.__weights = None #weights of model\n        self.__log = dict()\n        self.__key = key\n        if self.__key.find('loss') != -1: #check to seact for highest or lowest property based on loss and acc.\n            self.__state = 'loss'\n        else: \n            self.__state = 'acc'     \n    def on_epoch_end(self, epoch, logs=None): \n        if (self.__state == 'loss') and (logs[self.__key] < self.__loss):\n            self.__loss = logs[self.__key]\n            self.__weights = self.model.get_weights()\n            self.__log = logs\n         \n        if (self.__state == 'acc') and (logs[self.__key] > self.__acc):\n            self.__acc = logs[self.__key]\n            self.__weights = self.model.get_weights()\n            self.__log = logs    \n\n    def get_bestWeights(self):\n        return self.__weights\n    def get_log(self):\n        return self.__log","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:46:21.333038Z","iopub.execute_input":"2021-12-13T21:46:21.333287Z","iopub.status.idle":"2021-12-13T21:46:21.349456Z","shell.execute_reply.started":"2021-12-13T21:46:21.33326Z","shell.execute_reply":"2021-12-13T21:46:21.348575Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# GoogLeNet 구현","metadata":{}},{"cell_type":"code","source":"'''\nfirst element contains #1x1 filter\nsecond element contains (#3x3 reduced) filter size and (#3x3)\nthird element containd (#5x5 reduced) filter size and (#5x5)\nfor example inception 3a (block 0)\n(64, (96, 128), (16, 32), 32)\n'''\ninception_filtersSize = [(64, (96, 128), (16, 32), 32) ,    #block 0\n                         (128, (128, 192), (32, 96), 64),   #block 1\n                         (192, (96, 208), (16, 48), 64),    #block 2  \n                         (160, (112, 224), (24, 64), 64),   #block 3\n                         (128, (128, 256), (24, 64), 64),   #block 4\n                         (112, (144, 288), (32, 64), 64),   #block 5\n                         (256, (160, 320), (32, 128), 128), #block 6\n                         (256, (160, 320), (32, 128), 128), #block 7\n                         (384, (192, 384), (48, 128), 128)] #block 8","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:46:21.350861Z","iopub.execute_input":"2021-12-13T21:46:21.351216Z","iopub.status.idle":"2021-12-13T21:46:21.368083Z","shell.execute_reply.started":"2021-12-13T21:46:21.351188Z","shell.execute_reply":"2021-12-13T21:46:21.367179Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"def auxilliary_network(X, name):\n    X = AveragePooling2D((5, 5), strides=(3, 3))(X)\n    X = Conv2D(128, (1, 1), padding='same',activation='relu')(X)\n    X = Flatten()(X)\n    X = Dense(1024, activation='relu')(X)\n    X = Dropout(.7)(X)\n    X = Dense(4, activation='softmax', name=name)(X)\n    return X","metadata":{"execution":{"iopub.status.busy":"2021-12-13T21:46:21.369185Z","iopub.execute_input":"2021-12-13T21:46:21.369584Z","iopub.status.idle":"2021-12-13T21:46:21.381236Z","shell.execute_reply.started":"2021-12-13T21:46:21.369545Z","shell.execute_reply":"2021-12-13T21:46:21.380277Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"input_layer = Input(shape=(480, 640, 3)) \n# 480, 640, 3 수정\nlayer = Conv2D(64, kernel_size=(7, 7), strides=(2, 2), padding='same', activation='relu')(input_layer)\nlayer = MaxPool2D(pool_size=(3, 3),strides=(2, 2), padding='same')(layer)\nlayer = BatchNormalization()(layer)\nlayer = Conv2D(64, kernel_size=(3, 3),padding='same' , activation='relu')(layer)\nlayer = Conv2D(192, kernel_size=(3, 3),padding='same' , activation='relu')(layer)\nlayer = BatchNormalization()(layer)\nlayer = MaxPool2D(pool_size=(3, 3), strides=(2, 2),padding='same')(layer)\n\nfor block, layer_filterSize in enumerate(inception_filtersSize):\n    layer = inception(layer, *layer_filterSize)\n    if block == 1 or block == 6 : # as mentioned above max booling after inception block 1 and 6\n        layer = MaxPool2D(pool_size=(3, 3), strides=(2, 2), padding='same')(layer)\n    if block == 2: # as mentioned above aux_classifier0 after inception block 2\n        aux_0 = auxilliary_network(layer, 'aux_0')    \n    if block == 5:# as mentioned above aux_classifier1 after inception block 5\n        aux_1 = auxilliary_network(layer,'aux_1') \n        \nlayer = AveragePooling2D(pool_size=(7, 7), strides=(1, 1))(layer)\nlayer = Dropout(.6)(layer)\nlayer = Flatten()(layer)\n\nout_layer = Dense(4, activation='softmax', name='main')(layer)\nGoogLeNet_model = Model(input_layer,[out_layer, aux_0, aux_1])\n# outputs 인자가 3개인 것이 googlenet의 특징..","metadata":{"id":"vbV4JjP4jidB","execution":{"iopub.status.busy":"2021-12-13T21:46:21.382793Z","iopub.execute_input":"2021-12-13T21:46:21.383248Z","iopub.status.idle":"2021-12-13T21:46:22.527411Z","shell.execute_reply.started":"2021-12-13T21:46:21.383214Z","shell.execute_reply":"2021-12-13T21:46:22.526378Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<p id =\"train_google_NN\" style=\"font-size:200%\">Training GoogLeNet Model </p>\n","metadata":{}},{"cell_type":"code","source":"from tensorflow.keras.callbacks import EarlyStopping\n\n# GoogLeNet_bestWeights = save_bestWeights('val_main_accuracy') #save weights for higher validation accuracy.\nGoogLeNet_model.compile(optimizer='adam', loss='binary_crossentropy', metrics=['accuracy'])\nes = EarlyStopping(patience = 4,mode='max',restore_best_weights=True)\n\n\nhistory = GoogLeNet_model.fit(train_generator,\n                              validation_data=valid_generator,\n                              steps_per_epoch = train_generator.samples//128,\n                              validation_steps=valid_generator.samples//128,\n                              epochs = 20,\n                              callbacks=[es])\n                              \n    \n# callback 함수 오류, 이상한건 지워도 오류 (?)\n#train_generator (데이터 확장) 부분에서 outputs의 값이 3개 들어가게 만들어야함\n\n#weights = GoogLeNet_bestWeights.get_bestWeights()\n#GoogLeNet_model.set_weights(weights) \n\n#datagen = datagen.flow(X, [Y, Y, Y], batch_size=batch)\n'''\nepochs = 20 \nfor e in range(epochs):\n    batches = 0\n    for x_batch, y_batch in datagen.flow(x_train, y_train, batch_size=32):\n        GoogLeNet_model = GoogLeNet_model.train_on_batch(X_batch, [Y_batch,Y_batch,Y_batch])\n        batches += 1\n        if batches >= len(x_train) / 32:\n            # we need to break the loop by hand because\n            # the generator loops indefinitely\n            break\n'''","metadata":{"id":"kGgd5iaci6G7","execution":{"iopub.status.busy":"2021-12-13T21:47:42.173246Z","iopub.execute_input":"2021-12-13T21:47:42.17356Z","iopub.status.idle":"2021-12-13T21:47:42.989432Z","shell.execute_reply.started":"2021-12-13T21:47:42.173532Z","shell.execute_reply":"2021-12-13T21:47:42.98811Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"교육 중 보조 네트워크 0 정확도 및 손실 기능 플로팅.","metadata":{}},{"cell_type":"code","source":"plot('Aux 0', (history.history['aux_0_loss'], history.history['val_aux_0_loss']),(\n      history.history['aux_0_accuracy'], history.history['val_aux_0_accuracy'] ))","metadata":{"id":"mWm3kP7YC0aG","execution":{"iopub.status.busy":"2021-12-13T21:46:23.854192Z","iopub.status.idle":"2021-12-13T21:46:23.854539Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"교육 중 보조 네트워크 1 정확도 및 손실 기능 플로팅.","metadata":{}},{"cell_type":"code","source":"plot('Aux 1', (history.history['aux_1_loss'], history.history['val_aux_1_loss']),(\n      history.history['aux_1_accuracy'], history.history['val_aux_1_accuracy'] ))\n","metadata":{"id":"VpNj-kO9Mtod","execution":{"iopub.status.busy":"2021-12-13T21:46:23.855499Z","iopub.status.idle":"2021-12-13T21:46:23.855879Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"Plotting 기본 네트워크 정확도 및 교육 중 손실 기능.","metadata":{}},{"cell_type":"code","source":"plot('Main', (history.history['main_loss'], history.history['val_main_loss']),(\n      history.history['main_accuracy'], history.history['val_main_accuracy'] ))\n","metadata":{"id":"hR5rHha6D5Nm","execution":{"iopub.status.busy":"2021-12-13T21:46:23.856898Z","iopub.status.idle":"2021-12-13T21:46:23.857262Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<p id =\"prediction_google\" style=\"font-size:200%\">Google Net prediction.</p>","metadata":{}},{"cell_type":"code","source":"batch = 32\nGoogLeNet_prediction = GoogLeNet_model.predict_generator(data_predictGenerator(X_prediction, batch),steps=(len(X_prediction)//batch)+1, verbose=1)\nGoogLeNet_prediction = GoogLeNet_prediction[0] + GoogLeNet_prediction[1] + GoogLeNet_prediction[2]\nGoogLeNet_prediction /= 3\nGoogLeNet_sub = pd.read_csv('../input/plant-pathology-2021-fgvc8/sample_submission.csv')\nGoogLeNet_sub.iloc[:,1:] = GoogLeNet_prediction\nGoogLeNet_sub.to_csv('googleNet_submission.csv', index=False)\nGoogLeNet_sub.head()","metadata":{"id":"fdsYoyQlQcIJ","execution":{"iopub.status.busy":"2021-12-13T21:46:23.858149Z","iopub.status.idle":"2021-12-13T21:46:23.858463Z"},"trusted":true},"execution_count":null,"outputs":[]}]}