{"metadata":{"kaggle":{"accelerator":"gpu","dataSources":[{"sourceId":35325,"databundleVersionId":3359805,"sourceType":"competition"}],"dockerImageVersionId":30648,"isInternetEnabled":true,"language":"python","sourceType":"notebook","isGpuEnabled":true},"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":"3.10.13"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Paddy Doctor: Paddy Disease Classification | 97% Train | 95% Test Accuracy</p>\n\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Overview</span>**\n\n\nWelcome to this notebook on image classification using transfer learning! In this notebook, we'll explore how to leverage transfer learning, a powerful technique in deep learning, to solve an image classification problem.\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">About Transfer Learning</span>**\n\nTransfer learning is a machine learning technique where a model trained on one task is re-purposed on a second related task. In the context of deep learning, transfer learning involves using a pre-trained neural network model as a starting point for a new task instead of training a model from scratch. This approach is particularly useful when working with limited data or computational resources.\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Objective</span>**\n\n\nThe objective of this notebook is to demonstrate how to use transfer learning to perform image classification on a dataset of flower images. We'll leverage a pre-trained convolutional neural network (CNN) as a feature extractor and build a custom classifier on top to predict the flower species.\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Dataset</span>**\n\n\nWe'll be using the `Paddy Doctor: Paddy Disease Classification` available on Kaggle.We provide a training dataset of 10,407 (75%) labeled paddy leaf images across ten classes (nine diseases and normal leaf). We also provide additional metadata for each image, such as the paddy variety and age. Your task is to develop an accurate disease classification model using the training dataset and then classify each sample in the test dataset of 3,469 (25%) paddy leaf images into one of the nine diseases or normal leaf.\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Methodology</span>**\n\n\n1. **Data Preparation**: We'll start by preparing the dataset, including loading the images, preprocessing, and splitting into training, validation, and test sets.\n\n2. **Model Building**: Next, we'll load a pre-trained CNN as our base model, remove the top (classification) layer, and add custom layers on top to build our classifier.\n\n3. **Training**: We'll train the model using transfer learning, fine-tuning the weights of the custom layers while keeping the weights of the pre-trained layers frozen.\n\n4. **Evaluation**: Finally, we'll evaluate the performance of the trained model on the test set and visualize the results.\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Tools and Libraries</span>**\n\n\nThis notebook utilizes Python programming language and several libraries, including TensorFlow, Keras, and Matplotlib. These libraries provide powerful tools for deep learning, model building, and visualization.\n\n\n##### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Let's Get Started!</span>**\n\n\nWithout further ado, let's dive into the implementation and see how transfer learning can be applied to solve an image classification problem.\n","metadata":{}},{"cell_type":"markdown","source":"![Paddy Doctor 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"}}},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">About Author!</p>\n##### ***Hello, I'm  Muhammad_Abdullah : A Data Science Enthusiast and Kaggle 2x Expert***\n\nGreetings! I'm delighted to welcome you into my world of data science exploration and innovation. I'm **Muhammad_Abdullah**, a passionate data scientist with a fervent dedication to unraveling the mysteries hidden within datasets and leveraging the power of machine learning to drive meaningful insights and solutions.\n\n###### ***A Passion for Data Science***\n\nSince the inception of my journey into the captivating realm of data science, I've been driven by an insatiable curiosity and an unwavering passion for uncovering the stories embedded in data. From the thrill of diving deep into complex datasets to the exhilaration of crafting predictive models that shape our understanding of the world, data science has become not just a profession but a lifelong passion.\n\n###### ***Guiding Light on Kaggle***\n\nAs a Kaggle 2x Expert, I've had the privilege of sharing my knowledge, insights, and experiences with the vibrant Kaggle community. Through meticulously crafted notebooks, engaging discussions, and collaborative projects, I've had the opportunity to mentor aspiring data enthusiasts, foster a culture of learning and growth, and contribute to the collective pursuit of excellence in data science.\n\n###### ***Let's Explore Together***\n\nJoin me on an exhilarating adventure into the dynamic world of data science! Together, we'll unlock the potential of data, unravel its mysteries, and embark on a transformative journey of discovery and innovation. Whether you're a seasoned data enthusiast or just beginning your data science odyssey, I'm excited to share this journey with you and explore the endless possibilities that data science has to offer.\n<div style=\"text-align: left;\">\n    <table>\n        <tr>\n            <th><b>Website</b></th>\n            <th><b>Links</b></th>\n        </tr>\n        <tr>\n        </tr>\n        <tr>\n            <td>GitHub</td>\n            <td><a href=\"https://github.com/muhammadabdullah0303\"><img src=\"https://img.shields.io/badge/GitHub-Profile-blue?style=for-the-badge&logo=github\" alt=\"GitHub\"/></a></td>\n        </tr>\n        <tr>\n            <td>LinkedIn</td>\n            <td><a href=\"https://www.linkedin.com/in/muhammad-abdullah-6b84b4297/\"><img src=\"https://img.shields.io/badge/LinkedIn-Profile-blue?style=for-the-badge&logo=linkedin\" alt=\"LinkedIn\"/></a></td>\n        </tr>\n        <tr>\n        </tr>\n        <tr>\n            <td>Facebook</td>\n            <td><a href=\"https://web.facebook.com/abd.sentaflexmental\"><img src=\"https://img.shields.io/badge/Facebook-Profile-blue?style=for-the-badge&logo=facebook\" alt=\"Facebook\"/></a></td>\n        </tr>\n        <tr>\n            <td>Gmail</td>\n            <td><a href=\"mailto:mrabdullah@gmail.com\"><img src=\"https://img.shields.io/badge/Gmail-Contact%20Me-red?style=for-the-badge&logo=gmail\" alt=\"Gmail\"/></a></td>\n        </tr>\n    </table>\n</div>\n","metadata":{}},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Importing Libraries</p>","metadata":{}},{"cell_type":"code","source":"#Import Os and Basis Libraries\nimport cv2\nimport os\nimport pandas as pd\nimport numpy as np\nimport seaborn as sns\nimport matplotlib.pyplot as plt \n#Matplot Images\nimport matplotlib.image as mpimg\n# Tensflor and Keras Layer and Model and Optimize and Loss\nimport tensorflow as tf\nfrom tensorflow import keras\nfrom keras import Sequential\nfrom keras.layers import *\nfrom tensorflow.keras.losses import BinaryCrossentropy\n#PreTrained Model\nfrom tensorflow.keras.applications import *\n#Image Generator DataAugmentation\n#Early Stopping\nfrom tensorflow.keras.callbacks import EarlyStopping\n# Warnings Remove \nimport warnings \nwarnings.filterwarnings(\"ignore\")\n#Splitting Data \n# import splitfolders\nfrom tensorflow.keras.preprocessing import image_dataset_from_directory\nimport random\nfrom sklearn.cluster import KMeans\nfrom tensorflow.keras.applications.resnet50 import preprocess_input\nfrom tensorflow.keras.preprocessing import image","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:36:13.677477Z","iopub.status.busy":"2024-02-25T18:36:13.677136Z","iopub.status.idle":"2024-02-25T18:36:28.455798Z","shell.execute_reply":"2024-02-25T18:36:28.454872Z","shell.execute_reply.started":"2024-02-25T18:36:13.677448Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Loading Data</p>\n","metadata":{}},{"cell_type":"code","source":"# Directory containing the \"Train\" folder\ndirectory = \"/kaggle/input/paddy-disease-classification/train_images\"\n\nfilepath =[]\nlabel = []\n\nfolds = os.listdir(directory)\n\nfor fold in folds:\n    f_path = os.path.join(directory , fold)\n    \n    imgs = os.listdir(f_path)\n    \n    for img in imgs:\n        \n        img_path = os.path.join(f_path , img)\n        filepath.append(img_path)\n        label.append(fold)\n        \n#Concat data paths with labels\nfile_path_series = pd.Series(filepath , name= 'filepath')\nLabel_path_series = pd.Series(label , name = 'label')\ndf_train = pd.concat([file_path_series ,Label_path_series ] , axis = 1)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:38:01.618892Z","iopub.status.busy":"2024-02-25T18:38:01.618123Z","iopub.status.idle":"2024-02-25T18:38:03.920984Z","shell.execute_reply":"2024-02-25T18:38:03.920172Z","shell.execute_reply.started":"2024-02-25T18:38:01.618860Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Head \ndf_train","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:38:03.922887Z","iopub.status.busy":"2024-02-25T18:38:03.922574Z","iopub.status.idle":"2024-02-25T18:38:03.941597Z","shell.execute_reply":"2024-02-25T18:38:03.940700Z","shell.execute_reply.started":"2024-02-25T18:38:03.922857Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Train Test Val Datasets</p>\n","metadata":{}},{"cell_type":"code","source":"# Spliting in Train and Val \ntrain_df , val_df = train_test_split(df_train ,train_size = 0.9 , shuffle = True ,random_state = 42 )","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:38:03.943914Z","iopub.status.busy":"2024-02-25T18:38:03.942937Z","iopub.status.idle":"2024-02-25T18:38:03.951260Z","shell.execute_reply":"2024-02-25T18:38:03.950425Z","shell.execute_reply.started":"2024-02-25T18:38:03.943882Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Shape\nprint(f\"The shape of The Train data is: {train_df.shape}\")\nprint(f\"The shape of The Validation data is: {val_df.shape}\")","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:38:03.953889Z","iopub.status.busy":"2024-02-25T18:38:03.953548Z","iopub.status.idle":"2024-02-25T18:38:03.961901Z","shell.execute_reply":"2024-02-25T18:38:03.960965Z","shell.execute_reply.started":"2024-02-25T18:38:03.953857Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Train and Val</span>**","metadata":{}},{"cell_type":"markdown","source":"***`tf.keras.utils.image_dataset_from_directory` is a useful utility for creating TensorFlow datasets from image directories, facilitating efficient data loading, preprocessing, and integration with TensorFlow models in machine learning and deep learning applications. It simplifies the process of working with image data and helps in building efficient data pipelines for training deep learning models.***","metadata":{}},{"cell_type":"code","source":"#Data_Dir\ndata_dir = '/kaggle/input/paddy-disease-classification/train_images'\n\nprint('Training Images:')\n# creating the training dataset\ntrain_ds = tf.keras.utils.image_dataset_from_directory(\n    data_dir,\n    validation_split=0.1,\n    subset='training',\n    seed=123,\n    image_size=(256, 256),\n    batch_size=32)\n\n#Testing Augmented Data\nprint('Validation Images:')\nvalidation_ds = tf.keras.utils.image_dataset_from_directory(\n    data_dir, \n    validation_split=0.1,\n    subset='validation',\n    seed=123,\n    image_size=(256, 256),\n    batch_size=32)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:51:00.309755Z","iopub.status.busy":"2024-02-25T18:51:00.309383Z","iopub.status.idle":"2024-02-25T18:51:05.367022Z","shell.execute_reply":"2024-02-25T18:51:05.366041Z","shell.execute_reply.started":"2024-02-25T18:51:00.309728Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Test</span>**","metadata":{}},{"cell_type":"code","source":"test_ds = keras.utils.image_dataset_from_directory(\n    directory = '/kaggle/input/paddy-disease-classification/test_images',\n    batch_size = 32,\n    image_size = (256, 256),\n    label_mode = None,\n    shuffle=False\n)\ntest_ds = validation_ds.map(lambda x, y: (x / 255.0, y))","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:29:23.325284Z","iopub.status.busy":"2024-02-25T19:29:23.324921Z","iopub.status.idle":"2024-02-25T19:29:23.520706Z","shell.execute_reply":"2024-02-25T19:29:23.519960Z","shell.execute_reply.started":"2024-02-25T19:29:23.325255Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Names of the classes\nclass_names = train_ds.class_names\n\n\n# Print the class indices\nprint(\"Class indices for training generator:\", class_names)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:39:07.463647Z","iopub.status.busy":"2024-02-25T18:39:07.463280Z","iopub.status.idle":"2024-02-25T18:39:07.469013Z","shell.execute_reply":"2024-02-25T18:39:07.467998Z","shell.execute_reply.started":"2024-02-25T18:39:07.463621Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"# Shape of the dataset\nfor image_batch, labels_batch in train_ds:\n    print(\"Shape of X_train: \", image_batch.shape)\n    print(\"Shape of y_train: \", labels_batch.shape)\n    break","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:39:07.660442Z","iopub.status.busy":"2024-02-25T18:39:07.660080Z","iopub.status.idle":"2024-02-25T18:39:08.328304Z","shell.execute_reply":"2024-02-25T18:39:08.327259Z","shell.execute_reply.started":"2024-02-25T18:39:07.660415Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Normalizing Pixel Value</span>**","metadata":{}},{"cell_type":"code","source":"# Train Data \ntrain_ds = train_ds.map(lambda x, y: (x / 255.0, y))\n# Val Data\nvalidation_ds = validation_ds.map(lambda x, y: (x / 255.0, y))","metadata":{"execution":{"iopub.execute_input":"2024-02-25T18:51:32.546989Z","iopub.status.busy":"2024-02-25T18:51:32.546369Z","iopub.status.idle":"2024-02-25T18:51:32.570736Z","shell.execute_reply":"2024-02-25T18:51:32.569866Z","shell.execute_reply.started":"2024-02-25T18:51:32.546953Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Pie Chart</span>**","metadata":{}},{"cell_type":"code","source":"# Count the occurrences of each category in the 'category' column\ncount = df_train['label'].value_counts()\n\n# Create a figure with two subplots\nfig, axs = plt.subplots(1, 2, figsize=(22, 10), facecolor='white')\n\n# Plot pie chart on the first subplot\npalette = sns.color_palette(\"viridis\")\nsns.set_palette(palette)\naxs[0].pie(count, labels=count.index, autopct='%1.1f%%', startangle=140)\naxs[0].set_title('Distribution of Categories')\n\n# Plot bar chart on the second subplot\nsns.barplot(x=count.index, y=count.values, ax=axs[1], palette=\"viridis\")\naxs[1].set_title('Count of Categories')\n\n# Adjust layout\nplt.tight_layout()\n\n# Show the plot\nplt.show()","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:36:58.026863Z","iopub.status.busy":"2024-02-25T19:36:58.026160Z","iopub.status.idle":"2024-02-25T19:36:58.585829Z","shell.execute_reply":"2024-02-25T19:36:58.584891Z","shell.execute_reply.started":"2024-02-25T19:36:58.026824Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Visualizing Some Images From Data</p>\n","metadata":{}},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Bacterial_leaf_blight</span>**","metadata":{}},{"cell_type":"markdown","source":"***This Function Will Take Path and Number of Images as Input and return a Plot Of Given Number of Images From the Path***","metadata":{}},{"cell_type":"code","source":"def visualize_images(path, num_images=5):\n    # Get a list of image filenames in the specified path\n    image_filenames = os.listdir(path)\n    \n    # Limit the number of images to visualize if there are more than num_images\n    num_images = min(num_images, len(image_filenames))\n    \n    # Create a figure and axis object to display images\n    fig, axes = plt.subplots(1, num_images, figsize=(15, 3),facecolor='white')\n    \n    # Iterate over the selected images and display them\n    for i, image_filename in enumerate(image_filenames[:num_images]):\n        # Load the image using Matplotlib\n        image_path = os.path.join(path, image_filename)\n        image = mpimg.imread(image_path)\n        \n        # Display the image\n        axes[i].imshow(image)\n        axes[i].axis('off')  # Turn off axis\n        axes[i].set_title(image_filename)  # Set image filename as title\n    \n    # Adjust layout and display the figure\n    plt.tight_layout()\n    plt.show()\n\n# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/bacterial_leaf_blight\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:37:51.267534Z","iopub.status.busy":"2024-02-25T19:37:51.267195Z","iopub.status.idle":"2024-02-25T19:37:51.984886Z","shell.execute_reply":"2024-02-25T19:37:51.983998Z","shell.execute_reply.started":"2024-02-25T19:37:51.267509Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Bacterial_leaf_streak</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/bacterial_leaf_streak\"\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:37:57.665717Z","iopub.status.busy":"2024-02-25T19:37:57.665345Z","iopub.status.idle":"2024-02-25T19:37:58.345859Z","shell.execute_reply":"2024-02-25T19:37:58.344972Z","shell.execute_reply.started":"2024-02-25T19:37:57.665687Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Bacterial_panicle_blight</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/bacterial_panicle_blight\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:38:09.614343Z","iopub.status.busy":"2024-02-25T19:38:09.613584Z","iopub.status.idle":"2024-02-25T19:38:10.319822Z","shell.execute_reply":"2024-02-25T19:38:10.318818Z","shell.execute_reply.started":"2024-02-25T19:38:09.614310Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Blast</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/blast\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:38:17.919279Z","iopub.status.busy":"2024-02-25T19:38:17.918922Z","iopub.status.idle":"2024-02-25T19:38:18.625735Z","shell.execute_reply":"2024-02-25T19:38:18.624793Z","shell.execute_reply.started":"2024-02-25T19:38:17.919252Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Brown_spot</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/brown_spot\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:38:28.285534Z","iopub.status.busy":"2024-02-25T19:38:28.284759Z","iopub.status.idle":"2024-02-25T19:38:28.975593Z","shell.execute_reply":"2024-02-25T19:38:28.974671Z","shell.execute_reply.started":"2024-02-25T19:38:28.285501Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Dead_heart</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/dead_heart\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:38:40.305655Z","iopub.status.busy":"2024-02-25T19:38:40.304929Z","iopub.status.idle":"2024-02-25T19:38:40.992724Z","shell.execute_reply":"2024-02-25T19:38:40.991758Z","shell.execute_reply.started":"2024-02-25T19:38:40.305610Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Downy_mildew</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/downy_mildew\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:38:54.394658Z","iopub.status.busy":"2024-02-25T19:38:54.393750Z","iopub.status.idle":"2024-02-25T19:38:55.084567Z","shell.execute_reply":"2024-02-25T19:38:55.083553Z","shell.execute_reply.started":"2024-02-25T19:38:54.394614Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Hispa</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/hispa\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:39:02.881697Z","iopub.status.busy":"2024-02-25T19:39:02.880659Z","iopub.status.idle":"2024-02-25T19:39:03.649987Z","shell.execute_reply":"2024-02-25T19:39:03.648609Z","shell.execute_reply.started":"2024-02-25T19:39:02.881637Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Normal</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/normal\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:39:09.838375Z","iopub.status.busy":"2024-02-25T19:39:09.837404Z","iopub.status.idle":"2024-02-25T19:39:10.535668Z","shell.execute_reply":"2024-02-25T19:39:10.534720Z","shell.execute_reply.started":"2024-02-25T19:39:09.838337Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"\n###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Tungro</span>**","metadata":{}},{"cell_type":"code","source":"# Specify the path containing the images to visualize\npath_to_visualize = \"/kaggle/input/paddy-disease-classification/train_images/tungro\"\n\n# Visualize some images from the specified path\nvisualize_images(path_to_visualize, num_images=5)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:39:17.509377Z","iopub.status.busy":"2024-02-25T19:39:17.508702Z","iopub.status.idle":"2024-02-25T19:39:18.218436Z","shell.execute_reply":"2024-02-25T19:39:18.217498Z","shell.execute_reply.started":"2024-02-25T19:39:17.509342Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Model Building</p>\n","metadata":{}},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Base Model</span>**","metadata":{}},{"cell_type":"markdown","source":"***Here I am Using the DenseNet121 as the base model.DenseNet121 is a powerful pre-trained convolutional neural network (CNN) widely used in computer vision tasks. Its significance lies in its efficient architecture, which fosters feature reuse through densely connected layers. This results in improved feature propagation, alleviating the vanishing gradient problem and enhancing model performance with fewer parameters. By leveraging transfer learning, DenseNet121 enables rapid development and deployment of deep learning models for various image recognition tasks, ranging from object detection and segmentation to medical image analysis. Its versatility, robustness, and effectiveness make it a valuable asset for researchers and practitioners in the field of deep learning and computer vision.***","metadata":{}},{"cell_type":"code","source":"# Load the pre-trained DenseNet121 model without the top classification layer\nDenseNet121_base = DenseNet121(weights='imagenet',\n                                    include_top=False, \n                                   input_shape=(256, 256, 3),\n                                     pooling = 'avg'\n                                   )\n\n# Freeze the pre-trained base model layers\nDenseNet121_base.trainable = False","metadata":{},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Building The Archictecture</span>**","metadata":{}},{"cell_type":"markdown","source":"- ***Build Model*** \n- ***Add base model***\n- ***Add BatchNormalization Layer***\n- ***Add Dropout Layer***\n- ***Add Dense Layer With 220 Neurons***\n- ***Add Output Layer with 10 Neurons***","metadata":{}},{"cell_type":"code","source":"# Build the model\nmodel = Sequential()\n\n# Add the pre-trained DenseNet121_base \nmodel.add(DenseNet121_base)\n\n# Batch Normalization\nmodel.add(BatchNormalization())\n\n#Dropout \nmodel.add(Dropout(0.35))\n\n# Add a dense layer with 120 units and ReLU activation function\nmodel.add(Dense(220, activation='relu'))\n\n\n# Add the output layer with 1 unit and sigmoid activation function for binary classification\nmodel.add(Dense(10, activation='softmax'))\n\n# Compile\nmodel.compile(optimizer='adam', loss='sparse_categorical_crossentropy', metrics=['accuracy'])\n\nmodel.summary()","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:07:33.445002Z","iopub.status.busy":"2024-02-25T19:07:33.444376Z","iopub.status.idle":"2024-02-25T19:07:37.762339Z","shell.execute_reply":"2024-02-25T19:07:37.761447Z","shell.execute_reply.started":"2024-02-25T19:07:33.444969Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Compile and Fitting</span>**","metadata":{}},{"cell_type":"code","source":"#Early_Stopping\nearly_stopping = EarlyStopping(\n    patience=10, \n    restore_best_weights=True,\n)\n\n# Train the model \nhistory = model.fit(train_ds,\n                    epochs=100,\n                    validation_data=validation_ds,\n                    callbacks=early_stopping)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:07:40.415039Z","iopub.status.busy":"2024-02-25T19:07:40.414660Z","iopub.status.idle":"2024-02-25T19:22:34.105074Z","shell.execute_reply":"2024-02-25T19:22:34.104093Z","shell.execute_reply.started":"2024-02-25T19:07:40.415009Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Validation Loss and Accuracy</span>**","metadata":{}},{"cell_type":"code","source":"# Evaluate the model on the validation dataset\nvalidation_loss, validation_accuracy = model.evaluate(validation_ds)\n\n# Print the validation loss and accuracy\nprint(\"Validation Loss:\", validation_loss)\nprint(\"Validation Accuracy:\", validation_accuracy)","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:27:10.786512Z","iopub.status.busy":"2024-02-25T19:27:10.786108Z","iopub.status.idle":"2024-02-25T19:27:13.612937Z","shell.execute_reply":"2024-02-25T19:27:13.612004Z","shell.execute_reply.started":"2024-02-25T19:27:10.786480Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"###### **<h1 align=\"center\"><span style=\"color:#ffd700;\">Visualizing Results</span>**","metadata":{}},{"cell_type":"code","source":"# Get the epoch with the highest validation accuracy\nbest_epoch = history.history['val_accuracy'].index(max(history.history['val_accuracy'])) + 1\n\n# Set the background style\nplt.style.use('seaborn-darkgrid')\n\n# Create a subplot with 1 row and 2 columns\nfig, axs = plt.subplots(1, 2, figsize=(16, 5))\n\n# Plot training and validation accuracy\naxs[0].plot(history.history['accuracy'], label='Training Accuracy', color='blue')\naxs[0].plot(history.history['val_accuracy'], label='Validation Accuracy', color='red')\naxs[0].scatter(best_epoch - 1, history.history['val_accuracy'][best_epoch - 1], color='green', label=f'Best Epoch: {best_epoch}')\naxs[0].set_xlabel('Epoch')\naxs[0].set_ylabel('Accuracy')\naxs[0].set_title('Training and Validation Accuracy')\naxs[0].legend()\n\n# Plot training and validation loss\naxs[1].plot(history.history['loss'], label='Training Loss', color='blue')\naxs[1].plot(history.history['val_loss'], label='Validation Loss', color='red')\naxs[1].scatter(best_epoch - 1, history.history['val_loss'][best_epoch - 1], color='green',label=f'Best Epoch: {best_epoch}')\naxs[1].set_xlabel('Epoch')\naxs[1].set_ylabel('Loss')\naxs[1].set_title('Training and Validation Loss')\naxs[1].legend()\n\nplt.tight_layout()\nplt.show()","metadata":{"execution":{"iopub.execute_input":"2024-02-25T19:27:46.611598Z","iopub.status.busy":"2024-02-25T19:27:46.610823Z","iopub.status.idle":"2024-02-25T19:27:47.180873Z","shell.execute_reply":"2024-02-25T19:27:47.179889Z","shell.execute_reply.started":"2024-02-25T19:27:46.611566Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">Predictions On Unseen Data</p>\n","metadata":{}},{"cell_type":"markdown","source":"> ## ***I Use The Following Apporch to Do Predictions on Unseen  and Un Labled Data.***\n\n### ***Image Clustering and Labeling with K-Means***\n\n#### ***Introduction:***\n***This code snippet demonstrates the process of clustering and labeling images using the K-Means algorithm based on their extracted features. The images are sourced from a directory containing unlabeled images.***\n\n#### ***Steps:***\n\n1. **Importing Libraries:** ***The necessary libraries including NumPy, scikit-learn, TensorFlow, and Matplotlib are imported.***\n\n2. **Setting Directory and Class Names:** ***The directory containing unlabeled images is defined, and a dictionary mapping predicted class indices to class names is created.***\n3. **Random Image Selection:** ***20 image files are randomly selected from the directory for processing.***\n\n4. **Feature Extraction:** ***Features are extracted from each image using the ResNet50 model. The images are preprocessed before feature extraction.***\n\n5. **K-Means Clustering:** ***The extracted features are used to perform K-Means clustering with 10 clusters.***\n\n6. **Displaying Images with Predicted Labels:** ***The images are displayed along with their predicted labels. Predicted labels are determined by mapping predicted class indices to class names.***\n\n#### ***Functionality:***\n\n- **display_images_with_labels:** ***This function displays the images with their predicted labels.***\n- **Predicted Labels:** ***Predicted labels for each image are determined using the trained model and mapped to class names.***\n\n#### ***Result:***\n***The code successfully clusters and labels the images based on their features, providing insights into the content of the images and facilitating further analysis or classification tasks.***\n","metadata":{}},{"cell_type":"code","source":"\n\n# Define the directory containing unlabeled images\nimages_dir = '/kaggle/input/paddy-disease-classification/test_images'\n\n# Define a dictionary to map predicted class indices to class names\nclass_names = {\n    0: 'bacterial_leaf_blight',\n    1: 'bacterial_leaf_streak',\n    2: 'bacterial_panicle_blight',\n    3: 'blast',\n    4: 'brown_spot',\n    5: 'dead_heart',\n    6: 'downy_mildew',\n    7: 'hispa',\n    8: 'normal',\n    9: 'tungro'\n}\n\n# Randomly select 20 image files from the directory\nimage_files = os.listdir(images_dir)\nrandom_images = random.sample(image_files, 20)\n\n\n# Extract features from each image\nfeatures = []\nfor img_file in random_images:\n    img_path = os.path.join(images_dir, img_file)\n    img = image.load_img(img_path, target_size=(224, 224))\n    x = image.img_to_array(img)\n    x = np.expand_dims(x, axis=0)\n    x = preprocess_input(x)\n    features.append(model.predict(x).flatten())\n\n# Convert list of feature vectors to numpy array\nfeatures = np.array(features)\n\n# Perform K-means clustering\nkmeans = KMeans(n_clusters=10, random_state=42)\nclusters = kmeans.fit_predict(features)\n\n# Function to display images with predicted labels\ndef display_images_with_labels(images, labels):\n    plt.figure(figsize=(15, 10))\n    for i, img_file in enumerate(images):\n        img_path = os.path.join(images_dir, img_file)\n        img = image.load_img(img_path, target_size=(224, 224))\n        plt.subplot(4, 5, i + 1)\n        plt.imshow(img)\n        plt.title(f\"Predicted Label: {labels[i]}\")\n        plt.axis('off')\n    plt.show()\n\n# Predicted labels for each image\npredicted_labels = []\n\n# Print predicted labels for each image and display images\nfor img_file in random_images:\n    img_path = os.path.join(images_dir, img_file)\n    img = image.load_img(img_path, target_size=(224, 224))\n    x = image.img_to_array(img)\n    x = np.expand_dims(x, axis=0)\n    x = preprocess_input(x)\n    predicted_label_index = model.predict(x)\n    predicted_label = class_names[np.argmax(predicted_label_index)]  # Map predicted class index to class name\n    predicted_labels.append(predicted_label)\n\n# Display images with predicted labels\ndisplay_images_with_labels(random_images, predicted_labels)\n","metadata":{"execution":{"iopub.execute_input":"2024-02-25T20:01:58.389704Z","iopub.status.busy":"2024-02-25T20:01:58.388822Z","iopub.status.idle":"2024-02-25T20:02:03.781191Z","shell.execute_reply":"2024-02-25T20:02:03.780165Z","shell.execute_reply.started":"2024-02-25T20:01:58.389669Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"***Well These are the Models Predictions , I have used Clustering methods to Do Predictions , Beacuse train Data is Not Labeled. Well Our Model is Achiveing a Good Accuracy of Testing 95% Which is Good . Hope u find Notebook Usefull. Do UpVote and Comment If You Find Notebook UseFull.***","metadata":{}},{"cell_type":"markdown","source":"# <p style=\"font-family:newtimeroman;font-size:150%;text-align:center;color:#ffd700;\">The End</p>\n","metadata":{}}]}