From be25b1e77ff2b87a197241230dbab3efd30da980 Mon Sep 17 00:00:00 2001 From: Dominik Agres Date: Sun, 4 May 2025 09:30:04 +0200 Subject: [PATCH] Reqs update --- requirements.txt | 4 +- src/ai_analysis/tensorflow.ipynb | 1870 ----------------- .../data_combined_dominik_kaggle.csv} | 0 src/datasets/{data.csv => data_dominik.csv} | 0 src/datasets/{dataset.csv => data_kaggle.csv} | 0 5 files changed, 3 insertions(+), 1871 deletions(-) delete mode 100644 src/ai_analysis/tensorflow.ipynb rename src/{ai_analysis/combined_dataset.csv => datasets/data_combined_dominik_kaggle.csv} (100%) rename src/datasets/{data.csv => data_dominik.csv} (100%) rename src/datasets/{dataset.csv => data_kaggle.csv} (100%) diff --git a/requirements.txt b/requirements.txt index 254b4c2..76bc9a2 100644 --- a/requirements.txt +++ b/requirements.txt @@ -12,4 +12,6 @@ keras==3.9.2 keras-tuner==1.4.7 scikeras==0.13.0 matplotlib==3.10.1 -seaborn==0.13.2 \ No newline at end of file +seaborn==0.13.2 +librosa==0.11.0 +optuna==4.2.1 \ No newline at end of file diff --git a/src/ai_analysis/tensorflow.ipynb b/src/ai_analysis/tensorflow.ipynb deleted file mode 100644 index 1551360..0000000 --- a/src/ai_analysis/tensorflow.ipynb +++ /dev/null @@ -1,1870 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Imports" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "import seaborn as sns\n", - "import matplotlib.pyplot as plt\n", - "import pickle\n", - "import os\n", - "from sklearn.preprocessing import LabelEncoder\n", - "from sklearn.model_selection import train_test_split\n", - "from collections import Counter\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Get song genere data" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [], - "source": [ - "# Read CSV File\n", - "tracks_info_df = pd.read_csv('data.csv')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Read Processed song data" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loaded 11840 processed tracks\n" - ] - } - ], - "source": [ - "results_file = 'audio_features_backup.pkl'\n", - "\n", - "if os.path.exists(results_file):\n", - " with open(results_file, 'rb') as file:\n", - " saved_data = pickle.load(file)\n", - " X = saved_data.get('X', [])\n", - " y_labels = saved_data.get('y_labels', [])\n", - " processed_files = set(saved_data.get('processed_files', []))\n", - " print(f\"Loaded {len(processed_files)} processed tracks\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Preprocess" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "shape of feature matrix X: (11840, 55)\n" - ] - } - ], - "source": [ - "# --- Turn X into an np array ---\n", - "X = np.array(X)\n", - "print(\"shape of feature matrix X: \", X.shape)" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "# --- Replacing Sub-genres with the genres ---\n", - "genre_mapping = {\n", - " 'lo-fi beats': 'lo-fi',\n", - " 'chillwave': 'lo-fi',\n", - "\n", - " 'nu metal': 'metal',\n", - " 'folk metal': 'metal',\n", - " 'heavy metal': 'metal',\n", - " 'metalcore': 'metal',\n", - " 'power metal': 'metal',\n", - " 'industrial metal': 'metal',\n", - " 'glam metal': 'metal',\n", - " 'melodic death metal': 'metal',\n", - " 'progressive metal': 'metal',\n", - " 'thrash metal': 'metal',\n", - " 'gothic metal': 'metal',\n", - " 'groove metal': 'metal',\n", - " 'death metal': 'metal',\n", - " 'alternative metal': 'metal',\n", - " 'black metal': 'metal',\n", - " 'speed metal': 'metal',\n", - "\n", - " 'acid house': 'acid',\n", - " 'acid techno': 'acid',\n", - "\n", - " 'afrobeat': 'afro',\n", - " 'afropop': 'afro',\n", - "\n", - " 'art rock': 'rock',\n", - "\n", - " 'britpop': 'alternative rock',\n", - " \n", - " 'art pop': 'pop',\n", - " 'acoustic pop': 'pop',\n", - " 'bedroom pop': 'pop',\n", - " 'soft pop': 'pop', \n", - " 'folk pop': 'pop',\n", - " 'norwegian pop': 'pop',\n", - " 'acoustic pop': 'pop',\n", - " 'dream pop': 'pop',\n", - " 'chamber pop': 'pop',\n", - " 'german pop': 'pop',\n", - " 'bedroom pop': 'pop',\n", - " 'city pop': 'pop',\n", - " 'dance pop': 'pop',\n", - " 'art pop': 'pop',\n", - " 'indie pop': 'pop',\n", - "\n", - " 'alt country': 'country',\n", - " 'traditional country': 'country',\n", - "\n", - " 'blues rock': 'blues',\n", - "\n", - " 'brooklyn drill': 'drill',\n", - "\n", - " 'gangster rap': 'rap',\n", - " 'memphis rap': 'rap',\n", - " 'rock rap': 'rap',\n", - " 'meme rap': 'rap',\n", - " 'punk rap': 'rap',\n", - " 'emo rap': 'rap',\n", - " 'jazz rap': 'rap',\n", - " 'melodic rap': 'rap',\n", - " 'cloud rap': 'rap',\n", - " 'k-rap': 'rap',\n", - " 'rage rap': 'rap',\n", - "\n", - " 'edm trap': 'trap',\n", - " 'italian trap': 'trap',\n", - " 'dark trap': 'trap',\n", - "\n", - " 'southern hip hop': 'hip hop',\n", - " 'west coast hip hop': 'hip hop',\n", - " 'east coast hip hop': 'hip hop',\n", - " 'finnish hip hop': 'hip hop',\n", - " 'german hip hop': 'hip hop',\n", - " 'underground hip hop': 'hip hop',\n", - " 'norwegian hip hop': 'hip hop',\n", - " 'experimental hip hop': 'hip hop',\n", - " 'alternative hip hop': 'hip hop',\n", - " 'latin hip hop': 'hip hop',\n", - "\n", - " 'jazz blues': 'jazz',\n", - " 'vocal jazz': 'jazz',\n", - " 'french jazz': 'jazz',\n", - " 'free jazz': 'jazz',\n", - " 'soul jazz': 'jazz',\n", - " 'jazz fusion': 'jazz',\n", - " 'nu jazz': 'jazz',\n", - " 'jazz funk': 'jazz',\n", - " 'cool jazz': 'jazz',\n", - " 'jazz beats': 'jazz',\n", - " 'jazz house': 'jazz',\n", - " 'indie jazz': 'jazz',\n", - " 'smooth jazz': 'jazz',\n", - "\n", - " 'melodic techno': 'techno',\n", - " 'minimal techno': 'techno',\n", - " 'hypertechno': 'techno',\n", - " 'hard techno': 'techno',\n", - " 'hardcore techno': 'techno',\n", - " 'dub techno': 'techno',\n", - "\n", - " 'future house': 'house',\n", - " 'tech house': 'house',\n", - " 'bass house': 'house',\n", - " 'electro house': 'house',\n", - " 'tropical house': 'house',\n", - " 'french house': 'house',\n", - " 'melodic house': 'house',\n", - " 'organic house': 'house',\n", - " 'progressive house': 'house',\n", - " 'latin house': 'house',\n", - " 'deep house': 'house',\n", - " 'slap house': 'house',\n", - " 'chicago house': 'house'\n", - " \n", - "} \n", - "\n", - "# remove: adult standards, americana?, anime?, baroque pop, bebop, big band, big beat, big room, bluegrass\n", - "# boom bap, bossa nova brazilian bass breakbeat breakcore 'calypso' 'canzone napoletana'\n", - "# 'celtic rock' 'chamber pop' 'chicha' \"children's music\"\n", - "\n", - "y_labels_normalized = [genre_mapping.get(label, label) for label in y_labels]\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [], - "source": [ - "# Magic trick\n", - "\n", - "genre_mapping = {\n", - " 'hip hop': 'rap'\n", - "} \n", - "\n", - "y_labels_normalized = [genre_mapping.get(label, label) for label in y_labels_normalized]" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "metadata": {}, - "outputs": [], - "source": [ - "# If above is not run\n", - "y_labels_normalized = y_labels\n" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# --- Encoding the Genre Labels ---\n", - "#le = LabelEncoder()\n", - "#y = le.fit_transform(y_labels_normalized)\n", - "#print(\"Shape of label array y: \", y.shape)\n", - "\n", - "y = y_labels_normalized\n", - "\n", - "\n", - "# -- Count and show the genres ---\n", - "freq_original = Counter(y_labels)\n", - "\n", - "orig_genres = list(freq_original.keys())\n", - "orig_counts = list(freq_original.values())\n", - "\n", - "fig, axs = plt.subplots(figsize=(15, 6))\n", - "\n", - "sns.barplot(x=orig_genres, y=orig_counts, ax=axs)\n", - "axs.set_title(\"Original Genre Frequencies\")\n", - "axs.set_xlabel(\"Genre\")\n", - "axs.set_ylabel(\"Count\")\n", - "axs.tick_params(axis='x', rotation=45)\n", - "\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Remove all songs with genres which do not come up more than n times" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Class counts: Counter({'rap': 2977, 'lo-fi': 843, 'metal': 706, 'pop': 521, 'phonk': 426, 'jazz': 382, 'indie': 349, 'house': 250, 'trap': 230, 'psychedelic rock': 229, 'techno': 202, 'folk punk': 183, 'classic rock': 166, 'country': 166, 'flamenco': 145, 'christmas': 142, 'rock': 141, 'vaporwave': 139, 'synthwave': 127, 'punk': 127, 'midwest emo': 123, 'drift phonk': 114, 'hardstyle': 110, 'progressive rock': 94, 'ska': 84, 'post-punk': 78, 'g-funk': 74, 'alternative rock': 73, 'djent': 72, 'edm': 71, 'blues': 70, 'anime': 69, 'rap metal': 67, 'emo': 61, 'hardcore': 61, 'surf rock': 59, 'drum and bass': 56, 'folk rock': 54, 'funk rock': 50, 'psychedelic pop': 49, 'nerdcore': 45, 'pop punk': 44, 'schlager': 42, 'honky tonk': 39, 'reggae': 39, 'garage rock': 39, 'dubstep': 38, 'neue deutsche welle': 38, 'spoken word': 38, 'psytrance': 38, 'gothic country': 33, 'big band': 32, 'baroque pop': 31, 'darkwave': 31, 'soundtrack': 31, 'deathcore': 28, 'big room': 28, 'motown': 28, 'breakcore': 27, 'indie rock': 26, 'folk': 26, 'r&b': 26, 'bebop': 23, 'new wave': 23, 'soft rock': 23, 'medieval': 21, 'adult standards': 21, 'chinese hip hop': 21, 'drill': 20, 'hyperpop': 20, 'hard bop': 20, 'glam rock': 20, 'schlagerparty': 18, 'electro swing': 18, 'retro soul': 18, 'electronic rock': 17, 'rockabilly': 17, 'witch house': 15, 'j-dance': 15, 'slowcore': 15, 'acid': 15, 'moombahton': 15, 'deathstep': 14, 'melbourne bounce': 14, 'boom bap': 14, 'arena rock': 14, 'modern rock': 13, 'christian country': 13, 'noise rock': 13, 'hard rock': 13, 'future bass': 13, 'frenchcore': 12, 'afro': 12, 'soul': 12, 'shoegaze': 12, 'trip hop': 12, 'comedy': 12, 'doo-wop': 11, 'rocksteady': 11, 'grime': 11, 'christian hip hop': 11, 'horrorcore': 11, 'alternative r&b': 9, 'southern rock': 9, 'ebm': 9, 'idm': 9, 'skate punk': 9, 'dub': 9, 'industrial': 9, 'disco': 9, 'stoner rock': 8, 'exotica': 8, 'proto-punk': 8, 'latin': 8, 'big beat': 7, 'brazilian bass': 7, 'indie folk': 7, 'k-pop': 7, 'medieval metal': 7, 'rap rock': 7, 'bluegrass': 7, 'symphonic metal': 7, 'corrido': 6, 'glitch': 6, 'chicha': 6, 'speedcore': 6, 'space music': 6, 'reggaeton': 6, 'stutter house': 6, 'lovers rock': 6, 'celtic rock': 6, 'musicals': 6, 'eurodance': 6, None: 6, 'g-house': 6, \"children's music\": 5, 'trance': 5, 'gabber': 5, 'polka': 5, 'bossa nova': 5, 'power pop': 5, 'singer-songwriter': 5, 'celtic': 5, 'synthpop': 5, 'grunge': 5, 'dansktop': 5, 'latin alternative': 4, 'post-hardcore': 4, 'northern soul': 4, 'j-rock': 4, 'alternative dance': 4, 'v-pop': 4, 'post-rock': 4, 'pop urbaine': 4, 'finnish pop': 4, 'classical': 4, 'khaleeji': 4, 'french indie pop': 4, 'neo soul': 4, 'afro house': 4, 'uk drill': 4, 'red dirt': 3, 'europop': 3, 'italo disco': 3, 'dark ambient': 3, 'ethiopian jazz': 3, 'roots reggae': 3, 'drumstep': 3, 'lo-fi house': 3, 'epadunk': 3, 'swing music': 3, 'industrial rock': 3, 'sea shanties': 3, 'downtempo': 3, 'hyphy': 3, 'americana': 2, 'dark cabaret': 2, 'new rave': 2, 'sexy drill': 2, 'country rock': 2, 'happy hardcore': 2, 'gnawa': 2, 'latin indie': 2, 'shibuya-kei': 2, 'french pop': 2, 'melodic bass': 2, 'acoustic rock': 2, 'latin pop': 2, 'latin jazz': 2, 'electroclash': 2, 'classical piano': 2, 'bolero': 2, 'acid jazz': 2, 'bassline': 2, 'dancehall': 2, 'bhangra': 2, 'ballroom vogue': 2, 'italian singer-songwriter': 2, 'space rock': 2, 'christian rock': 2, 'ragtime': 2, 'nu disco': 2, 'ambient': 2, 'album rock': 2, 'calypso': 1, 'rally house': 1, 'norteño': 1, 'indonesian pop': 1, 'shatta': 1, 'canzone napoletana': 1, 'tekno': 1, 'neofolk': 1, 'hardcore punk': 1, 'russelåter': 1, 'disco house': 1, 'modern blues': 1, 'colombian pop': 1, 'cumbia': 1, 'cumbia norteña': 1, 'tollywood': 1, 'math rock': 1, 'breakbeat': 1, 'rock en español': 1, 'champeta': 1, 'traditional music': 1, 'brazilian phonk': 1, 'ccm': 1, 'avant-garde': 1, 'philly soul': 1, 'c-pop': 1, 'electro': 1, 'new age': 1, 'miami bass': 1, 'dansband': 1, 'cold wave': 1, 'aussie drill': 1, 'orchestra': 1, 'pop urbano': 1, 'ska punk': 1, 'symphonic rock': 1, 'finnish rock': 1, 'punta': 1, 'lounge': 1, 'disco polo': 1, 'indie r&b': 1, 'soca': 1, 'reggae rock': 1, 'tango': 1, 'post-grunge': 1, 'mariachi': 1, 'trap latino': 1, 'krautrock': 1, 'neomelodico': 1, 'melodic hardcore': 1, 'indian indie': 1, 'fado': 1, 'opera': 1, 'jersey club': 1, 'italo dance': 1, 'raï': 1, 'taiwanese indie': 1, 'bollywood': 1, 'choral': 1, 'banda': 1, 'chanson': 1, 'jungle': 1, 'dembow': 1, 'azonto': 1, 'cumbia sonidera': 1, 'pirate metal': 1, 'nederpop': 1, 'samba': 1, 'japanese vgm': 1, 'funk': 1, 'grupera': 1, 'mambo': 1, 'afrobeats': 1, 'neoclassical': 1, 'japanese indie': 1, 'hard house': 1, 'nightcore': 1})\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_3269099/2974962727.py:45: UserWarning: set_ticklabels() should only be used with a fixed number of ticks, i.e. after set_ticks() or using a FixedLocator.\n", - " axs.set_xticklabels(le.classes_)\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.preprocessing import StandardScaler\n", - "import numpy as np\n", - "\n", - "# --- Encoding/Standardizing X ---\n", - "# Remove compex object variables\n", - "if np.iscomplexobj(X):\n", - " X = np.abs(X)\n", - "\n", - "# Standardize the features\n", - "scaler = StandardScaler()\n", - "X_scaled = scaler.fit_transform(X)\n", - "\n", - "\n", - "# --- Counting Labels ---\n", - "# Check class counts.\n", - "counter = Counter(y)\n", - "print(\"Class counts:\", counter)\n", - "\n", - "# Keep only classes with at least n samples. At least 2 or any other % 2 == 0 number\n", - "n = 100\n", - "classes_to_keep = {cls for cls, count in counter.items() if count >= n}\n", - "indices_to_keep = [i for i, label in enumerate(y) if label in classes_to_keep]\n", - "\n", - "y = np.array(y)\n", - "\n", - "# Filter your data.\n", - "X_filtered = X_scaled[indices_to_keep]\n", - "y_filtered = y[indices_to_keep]\n", - "\n", - "le = LabelEncoder()\n", - "y_encoded = le.fit_transform(y_filtered)\n", - "\n", - "freq_leftover = Counter(y_encoded)\n", - "leftover_genres = list(freq_leftover.keys())\n", - "leftover_counts = list(freq_leftover.values())\n", - "\n", - "fig, axs = plt.subplots(figsize=(15, 6))\n", - "\n", - "# Plot normalized label frequencies.\n", - "sns.barplot(x=leftover_genres, y=leftover_counts, ax=axs)\n", - "axs.set_title(\"Normalized Genre Frequencies\")\n", - "axs.set_xlabel(\"Genre\")\n", - "axs.set_ylabel(\"Count\")\n", - "axs.tick_params(axis='x', rotation=45)\n", - "axs.set_xticklabels(le.classes_)\n", - "\n", - "plt.tight_layout()\n", - "plt.show()\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Remove highly collerating data" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Dropping columns: ['feature_5', 'feature_8', 'feature_9', 'feature_10', 'feature_12', 'feature_14', 'feature_16', 'feature_20', 'feature_21', 'feature_23', 'feature_26', 'feature_28', 'feature_30', 'feature_31', 'feature_32', 'feature_34', 'feature_37', 'feature_41', 'feature_43', 'feature_44', 'feature_48', 'feature_50', 'feature_51', 'feature_53']\n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import pandas as pd\n", - "import numpy as np\n", - "\n", - "X = X_filtered\n", - "\n", - "def remove_highly_correlated_features(X, threshold=0.9):\n", - " # If X is a NumPy array, convert it to a DataFrame.\n", - " if isinstance(X, np.ndarray):\n", - " # Create column names if not provided\n", - " X_df = pd.DataFrame(X, columns=[f'feature_{i}' for i in range(X.shape[1])])\n", - " else:\n", - " X_df = X.copy()\n", - " \n", - " # Compute the absolute correlation matrix\n", - " corr_matrix = X_df.corr().abs()\n", - " \n", - " # Create an upper triangle matrix of correlations\n", - " upper = corr_matrix.where(np.triu(np.ones(corr_matrix.shape), k=1).astype(bool))\n", - " \n", - " # Identify columns to drop: any feature with correlation greater than the threshold\n", - " to_drop = [column for column in upper.columns if any(upper[column] > threshold)]\n", - " print(\"Dropping columns:\", to_drop)\n", - " \n", - " # Drop these columns from the dataframe\n", - " X_df_reduced = X_df.drop(columns=to_drop)\n", - " \n", - " # If original X was a NumPy array, return as a NumPy array.\n", - " if isinstance(X, np.ndarray):\n", - " return X_df_reduced.values\n", - " else:\n", - " return X_df_reduced\n", - "\n", - "X_reduced = remove_highly_correlated_features(X, threshold=0.9)\n", - "\n", - "# -- Create a feature correlation matrix --\n", - "df_features = pd.DataFrame(X_reduced, columns=[f'feature_{i}' for i in range(X_reduced.shape[1])])\n", - "\n", - "# Compute the correlation matrix.\n", - "corr = df_features.corr()\n", - "\n", - "plt.figure(figsize=(12,10))\n", - "sns.heatmap(corr, cmap='coolwarm', annot=False)\n", - "plt.title('Feature Correlation Matrix')\n", - "plt.show()\n", - "\n", - "X_filtered = X_reduced" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Create a Test-Train split" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Training set shape: (7038, 31) (7038,)\n", - "Test set shape: (1760, 31) (1760,)\n" - ] - } - ], - "source": [ - "X_train, X_test, y_train, y_test = train_test_split(\n", - " X_filtered, y_encoded, test_size=0.2, random_state=42, stratify=y_encoded\n", - ")\n", - "\n", - "print(\"Training set shape:\", X_train.shape, y_train.shape)\n", - "print(\"Test set shape:\", X_test.shape, y_test.shape)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Hyperparameter tuning" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Trial 45 Complete [00h 00m 23s]\n", - "val_accuracy: 0.6312500238418579\n", - "\n", - "Best val_accuracy So Far: 0.6704545617103577\n", - "Total elapsed time: 00h 17m 37s\n", - "\n", - "Search: Running Trial #46\n", - "\n", - "Value |Best Value So Far |Hyperparameter\n", - "tanh |relu |activation_1\n", - "160 |240 |units_1\n", - "0.3 |0 |dropout_rate\n", - "False |False |second_layer\n", - "sigmoid |relu |activation_2\n", - "16 |80 |units_2\n", - "0.2 |0.4 |dropout_rate_2\n", - "\n", - "Epoch 1/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 2ms/step - accuracy: 0.3889 - loss: 2.7904 - val_accuracy: 0.5545 - val_loss: 1.8731\n", - "Epoch 2/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 2ms/step - accuracy: 0.5508 - loss: 1.8874 - val_accuracy: 0.5773 - val_loss: 1.6500\n", - "Epoch 3/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5665 - loss: 1.6913 - val_accuracy: 0.5903 - val_loss: 1.5542\n", - "Epoch 4/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5794 - loss: 1.6026 - val_accuracy: 0.5949 - val_loss: 1.5006\n", - "Epoch 5/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5880 - loss: 1.5469 - val_accuracy: 0.5955 - val_loss: 1.4711\n", - "Epoch 6/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5905 - loss: 1.5178 - val_accuracy: 0.5972 - val_loss: 1.4517\n", - "Epoch 7/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.5896 - loss: 1.5007 - val_accuracy: 0.5989 - val_loss: 1.4368\n", - "Epoch 8/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5968 - loss: 1.4871 - val_accuracy: 0.6017 - val_loss: 1.4267\n", - "Epoch 9/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.5983 - loss: 1.4688 - val_accuracy: 0.6051 - val_loss: 1.4189\n", - "Epoch 10/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5939 - loss: 1.4703 - val_accuracy: 0.6114 - val_loss: 1.4118\n", - "Epoch 11/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5985 - loss: 1.4566 - val_accuracy: 0.6097 - val_loss: 1.4092\n", - "Epoch 12/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.5983 - loss: 1.4467 - val_accuracy: 0.6108 - val_loss: 1.4089\n", - "Epoch 13/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5993 - loss: 1.4478 - val_accuracy: 0.6153 - val_loss: 1.4009\n", - "Epoch 14/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6001 - loss: 1.4385 - val_accuracy: 0.6102 - val_loss: 1.3962\n", - "Epoch 15/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5984 - loss: 1.4459 - val_accuracy: 0.6131 - val_loss: 1.3918\n", - "Epoch 16/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6044 - loss: 1.4281 - val_accuracy: 0.6165 - val_loss: 1.3888\n", - "Epoch 17/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6048 - loss: 1.4236 - val_accuracy: 0.6170 - val_loss: 1.3856\n", - "Epoch 18/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6026 - loss: 1.4249 - val_accuracy: 0.6193 - val_loss: 1.3858\n", - "Epoch 19/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6005 - loss: 1.4351 - val_accuracy: 0.6216 - val_loss: 1.3814\n", - "Epoch 20/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.5989 - loss: 1.4187 - val_accuracy: 0.6159 - val_loss: 1.3820\n", - "Epoch 21/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6048 - loss: 1.4219 - val_accuracy: 0.6170 - val_loss: 1.3763\n", - "Epoch 22/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6030 - loss: 1.4189 - val_accuracy: 0.6199 - val_loss: 1.3751\n", - "Epoch 23/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6061 - loss: 1.4176 - val_accuracy: 0.6216 - val_loss: 1.3767\n", - "Epoch 24/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6030 - loss: 1.4144 - val_accuracy: 0.6261 - val_loss: 1.3753\n", - "Epoch 25/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6088 - loss: 1.4081 - val_accuracy: 0.6210 - val_loss: 1.3734\n", - "Epoch 26/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.6024 - loss: 1.4181 - val_accuracy: 0.6216 - val_loss: 1.3683\n", - "Epoch 27/60\n", - "\u001b[1m220/220\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6012 - loss: 1.4062 - val_accuracy: 0.6193 - val_loss: 1.3685\n", - "Epoch 28/60\n", - "\u001b[1m103/220\u001b[0m \u001b[32m━━━━━━━━━\u001b[0m\u001b[37m━━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6108 - loss: 1.4119" - ] - } - ], - "source": [ - "import numpy as np\n", - "import tensorflow as tf\n", - "import keras_tuner as kt\n", - "from tensorflow.keras import layers, models, regularizers\n", - "from tensorflow.keras.callbacks import EarlyStopping\n", - "from sklearn.metrics import confusion_matrix, classification_report\n", - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Ensure reproducibility\n", - "np.random.seed(42)\n", - "tf.random.set_seed(42)\n", - "\n", - "# Assuming X_train, X_test, y_train, y_test are already defined\n", - "num_features = X_train.shape[1]\n", - "num_classes = len(np.unique(y_train))\n", - "\n", - "def build_model(hp):\n", - " model = models.Sequential()\n", - " \n", - " # First layer: Let tuner choose activation function and number of units.\n", - " activation_1 = hp.Choice('activation_1', values=['relu', 'tanh', 'sigmoid'])\n", - " units_1 = hp.Int('units_1', min_value=16, max_value=252, step=16)\n", - " model.add(layers.Dense(units_1, activation=activation_1, input_shape=(num_features,),\n", - " kernel_regularizer=regularizers.l2(0.01)))\n", - " dropout_rate = hp.Float('dropout_rate', 0.0, 0.5, step=0.1)\n", - " model.add(layers.Dropout(dropout_rate))\n", - " \n", - " # Optional second layer: conditionally add if chosen by the tuner\n", - " if hp.Boolean(\"second_layer\"):\n", - " activation_2 = hp.Choice('activation_2', values=['relu', 'tanh', 'sigmoid'])\n", - " units_2 = hp.Int('units_2', min_value=16, max_value=126, step=16)\n", - " model.add(layers.Dense(units_2, activation=activation_2,\n", - " kernel_regularizer=regularizers.l2(0.01)))\n", - " # Optional dropout after second layer\n", - " dropout_rate_2 = hp.Float('dropout_rate_2', 0.0, 0.5, step=0.1)\n", - " model.add(layers.Dropout(dropout_rate_2))\n", - " \n", - " # Output layer\n", - " model.add(layers.Dense(num_classes, activation='softmax'))\n", - " \n", - " # Hyperparameter for learning rate\n", - " #lr = hp.Float('learning_rate', 1e-4, 1e-2, sampling='log')\n", - " \n", - " model.compile(\n", - " optimizer=tf.keras.optimizers.Adam(learning_rate=0.001),\n", - " loss='sparse_categorical_crossentropy',\n", - " metrics=['accuracy']\n", - " )\n", - " return model\n", - "\n", - "# Initialize the tuner\n", - "tuner = kt.RandomSearch(\n", - " build_model,\n", - " objective='val_accuracy',\n", - " max_trials=150,\n", - " executions_per_trial=1,\n", - " overwrite=True,\n", - " directory='my_dir',\n", - " project_name='activation_tuning'\n", - ")\n", - "\n", - "# EarlyStopping callback to stop training when validation loss doesn't improve\n", - "early_stop = EarlyStopping(monitor='val_loss', patience=7, restore_best_weights=True)\n", - "\n", - "# Start hyperparameter search\n", - "tuner.search(\n", - " X_train, y_train,\n", - " validation_data=(X_test, y_test),\n", - " epochs=60, # Increase epochs for a more robust search if time allows\n", - " callbacks=[early_stop]\n", - ")\n", - "\n", - "# Retrieve best hyperparameters and build the best model\n", - "best_hps = tuner.get_best_hyperparameters(num_trials=1)[0]\n", - "best_model = tuner.hypermodel.build(best_hps)\n", - "print(\"Best Hyperparameters:\")\n", - "print(best_hps.values)\n", - "\n", - "# Train the best model further if needed\n", - "history = best_model.fit(\n", - " X_train, y_train,\n", - " validation_data=(X_test, y_test),\n", - " epochs=100, # Use best trial's epochs or default\n", - " callbacks=[early_stop],\n", - " # optimzer=tf.keras.optimizers.Adam(learning_rate=0.001)\n", - ")\n", - "\n", - "# Evaluate the best model on the test set\n", - "test_loss, test_acc = best_model.evaluate(X_test, y_test)\n", - "print(f\"Test accuracy: {test_acc:.4f}\")\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Evaluation Charts" - ] - }, - { - "cell_type": "code", - "execution_count": 55, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m 1/20\u001b[0m \u001b[32m━\u001b[0m\u001b[37m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[1m1s\u001b[0m 67ms/step" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step \n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#Confusion Matrix\n", - "# Get predictions on the test set.\n", - "y_pred = np.argmax(best_model.predict(X_test), axis=1)\n", - "\n", - "decoded_y_test = le.inverse_transform(y_test)\n", - "decoded_y_pred = le.inverse_transform(y_pred)\n", - "\n", - "# Create confusion matrix.\n", - "cm = confusion_matrix(decoded_y_test, decoded_y_pred)\n", - "\n", - "plt.figure(figsize=(8,6))\n", - "sns.heatmap(cm, annot=True, fmt='d', cmap='viridis', xticklabels=le.classes_, yticklabels=le.classes_)\n", - "plt.xlabel('Predicted')\n", - "plt.ylabel('True')\n", - "plt.title('Confusion Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 56, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Plot training vs. validation loss and accuracy.\n", - "plt.figure(figsize=(12,5))\n", - "\n", - "# Loss Plot\n", - "plt.subplot(1, 2, 1)\n", - "plt.plot(history.history['loss'], label='Training Loss')\n", - "plt.plot(history.history['val_loss'], label='Validation Loss')\n", - "plt.xlabel('Epoch')\n", - "plt.ylabel('Loss')\n", - "plt.title('Training vs. Validation Loss')\n", - "plt.legend()\n", - "\n", - "# Accuracy Plot\n", - "plt.subplot(1, 2, 2)\n", - "plt.plot(history.history['accuracy'], label='Training Accuracy')\n", - "plt.plot(history.history['val_accuracy'], label='Validation Accuracy')\n", - "plt.xlabel('Epoch')\n", - "plt.ylabel('Accuracy')\n", - "plt.title('Training vs. Validation Accuracy')\n", - "plt.legend()\n", - "\n", - "plt.tight_layout()\n", - "plt.show()\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 58, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Create a DataFrame for features. If X has many features, consider selecting a subset.\n", - "df_features = pd.DataFrame(X_train, columns=[f'feature_{i}' for i in range(X_train.shape[1])])\n", - "\n", - "# Compute the correlation matrix.\n", - "corr = df_features.corr()\n", - "\n", - "plt.figure(figsize=(12,10))\n", - "sns.heatmap(corr, cmap='coolwarm', annot=False)\n", - "plt.title('Feature Correlation Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 60, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step \n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n", - "\u001b[1m20/20\u001b[0m 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.base import BaseEstimator, ClassifierMixin\n", - "from sklearn.inspection import permutation_importance\n", - "\n", - "# Wrapper for the Keras model to work with sklearn's permutation_importance.\n", - "class KerasClassifierWrapper(BaseEstimator, ClassifierMixin):\n", - " def __init__(self, model):\n", - " self.model = model\n", - " \n", - " def fit(self, X, y):\n", - " # Model is already trained.\n", - " return self\n", - " \n", - " def predict(self, X):\n", - " preds = self.model.predict(X)\n", - " return np.argmax(preds, axis=1)\n", - " \n", - " def score(self, X, y):\n", - " y_pred = self.predict(X)\n", - " return np.mean(y_pred == y)\n", - "\n", - "# Wrap our trained model.\n", - "wrapper = KerasClassifierWrapper(best_model)\n", - "\n", - "# Compute permutation importance on the test set.\n", - "result = permutation_importance(wrapper, X_test, y_test, n_repeats=10,\n", - " random_state=42, scoring='accuracy')\n", - "importance_means = result.importances_mean\n", - "\n", - "# Plot the permutation importance.\n", - "plt.figure(figsize=(12, 6))\n", - "features = [f'feature_{i}' for i in range(X_filtered.shape[1])]\n", - "plt.bar(features, importance_means)\n", - "plt.xticks(rotation=90)\n", - "plt.xlabel('Feature')\n", - "plt.ylabel('Mean Importance')\n", - "plt.title('Permutation Feature Importance')\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Remove unimportant features" - ] - }, - { - "cell_type": "code", - "execution_count": 62, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Important feature indices: [ 1 5 6 7 9 10 12 14 15 18 24 25 26 28 29]\n", - "Important features: ['feature_1', 'feature_5', 'feature_6', 'feature_7', 'feature_9', 'feature_10', 'feature_12', 'feature_14', 'feature_15', 'feature_18', 'feature_24', 'feature_25', 'feature_26', 'feature_28', 'feature_29']\n", - "Original training shape: (2438, 31)\n", - "Reduced training shape: (2438, 15)\n" - ] - } - ], - "source": [ - "import numpy as np\n", - "import pandas as pd\n", - "\n", - "# Assume importance_means and importance_threshold are already defined\n", - "importance_threshold = 0.01 # adjust this threshold as needed\n", - "\n", - "# Check if X_train is a DataFrame, if not, convert it and assign column names.\n", - "if isinstance(X_train, np.ndarray):\n", - " X_train_df = pd.DataFrame(X_train, columns=[f'feature_{i}' for i in range(X_train.shape[1])])\n", - "else:\n", - " X_train_df = X_train.copy()\n", - "\n", - "# Do the same for X_test.\n", - "if isinstance(X_test, np.ndarray):\n", - " X_test_df = pd.DataFrame(X_test, columns=[f'feature_{i}' for i in range(X_test.shape[1])])\n", - "else:\n", - " X_test_df = X_test.copy()\n", - "\n", - "# Identify the indices of features with importance greater than or equal to the threshold.\n", - "important_feature_indices = np.where(importance_means >= importance_threshold)[0]\n", - "print(\"Important feature indices:\", important_feature_indices)\n", - "\n", - "# Retrieve the names of the important features.\n", - "important_features = X_train_df.columns[important_feature_indices]\n", - "print(\"Important features:\", important_features.tolist())\n", - "\n", - "# Filter the training and test DataFrames to keep only the important features.\n", - "X_train_reduced = X_train_df[important_features]\n", - "X_test_reduced = X_test_df[important_features]\n", - "\n", - "print(\"Original training shape:\", X_train_df.shape)\n", - "print(\"Reduced training shape:\", X_train_reduced.shape)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Re-run Hyperparameter search" - ] - }, - { - "cell_type": "code", - "execution_count": 66, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Trial 10 Complete [00h 00m 14s]\n", - "val_accuracy: 0.72295081615448\n", - "\n", - "Best val_accuracy So Far: 0.72295081615448\n", - "Total elapsed time: 00h 02m 31s\n", - "Best Hyperparameters:\n", - "{'activation_1': 'relu', 'units_1': 80, 'dropout_rate': 0.2, 'second_layer': False, 'activation_2': 'sigmoid', 'units_2': 144, 'dropout_rate_2': 0.1}\n", - "Epoch 1/60\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/agres/Services/predictify/.venv/lib/python3.11/site-packages/keras/src/layers/core/dense.py:87: UserWarning: Do not pass an `input_shape`/`input_dim` argument to a layer. When using Sequential models, prefer using an `Input(shape)` object as the first layer in the model instead.\n", - " super().__init__(activity_regularizer=activity_regularizer, **kwargs)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m1s\u001b[0m 3ms/step - accuracy: 0.3532 - loss: 2.2458 - val_accuracy: 0.5951 - val_loss: 1.6067\n", - "Epoch 2/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6067 - loss: 1.5517 - val_accuracy: 0.6410 - val_loss: 1.4056\n", - "Epoch 3/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6520 - loss: 1.3622 - val_accuracy: 0.6590 - val_loss: 1.3124\n", - "Epoch 4/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6578 - loss: 1.2756 - val_accuracy: 0.6656 - val_loss: 1.2487\n", - "Epoch 5/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6692 - loss: 1.2214 - val_accuracy: 0.6705 - val_loss: 1.2013\n", - "Epoch 6/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6738 - loss: 1.1683 - val_accuracy: 0.6787 - val_loss: 1.1650\n", - "Epoch 7/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6801 - loss: 1.1302 - val_accuracy: 0.6770 - val_loss: 1.1342\n", - "Epoch 8/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6869 - loss: 1.0999 - val_accuracy: 0.6820 - val_loss: 1.1118\n", - "Epoch 9/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.6895 - loss: 1.0755 - val_accuracy: 0.6820 - val_loss: 1.0912\n", - "Epoch 10/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6906 - loss: 1.0577 - val_accuracy: 0.6803 - val_loss: 1.0744\n", - "Epoch 11/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6884 - loss: 1.0361 - val_accuracy: 0.6885 - val_loss: 1.0604\n", - "Epoch 12/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7014 - loss: 1.0180 - val_accuracy: 0.6885 - val_loss: 1.0477\n", - "Epoch 13/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.6995 - loss: 1.0086 - val_accuracy: 0.6918 - val_loss: 1.0368\n", - "Epoch 14/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.6963 - loss: 1.0018 - val_accuracy: 0.6951 - val_loss: 1.0314\n", - "Epoch 15/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7001 - loss: 0.9888 - val_accuracy: 0.6918 - val_loss: 1.0230\n", - "Epoch 16/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7047 - loss: 0.9857 - val_accuracy: 0.6984 - val_loss: 1.0146\n", - "Epoch 17/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7073 - loss: 0.9748 - val_accuracy: 0.6984 - val_loss: 1.0102\n", - "Epoch 18/60\n", - "\u001b[1m77/77\u001b[0m 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\u001b[1m0s\u001b[0m 1ms/step - accuracy: 0.7250 - loss: 0.8888 - val_accuracy: 0.7098 - val_loss: 0.9489\n", - "Epoch 51/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7244 - loss: 0.8894 - val_accuracy: 0.7082 - val_loss: 0.9486\n", - "Epoch 52/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7249 - loss: 0.8881 - val_accuracy: 0.7115 - val_loss: 0.9465\n", - "Epoch 53/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7168 - loss: 0.8964 - val_accuracy: 0.7098 - val_loss: 0.9462\n", - "Epoch 54/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7302 - loss: 0.8883 - val_accuracy: 0.7098 - val_loss: 0.9449\n", - "Epoch 55/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7301 - loss: 0.8884 - val_accuracy: 0.7098 - val_loss: 0.9429\n", - "Epoch 56/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7362 - loss: 0.8898 - val_accuracy: 0.7115 - val_loss: 0.9433\n", - "Epoch 57/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7245 - loss: 0.8742 - val_accuracy: 0.7098 - val_loss: 0.9445\n", - "Epoch 58/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7236 - loss: 0.8851 - val_accuracy: 0.7115 - val_loss: 0.9444\n", - "Epoch 59/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7281 - loss: 0.8869 - val_accuracy: 0.7131 - val_loss: 0.9412\n", - "Epoch 60/60\n", - "\u001b[1m77/77\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step - accuracy: 0.7260 - loss: 0.8723 - val_accuracy: 0.7148 - val_loss: 0.9436\n", - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 3ms/step - accuracy: 0.6778 - loss: 0.9823 \n", - "Test accuracy: 0.7131\n" - ] - } - ], - "source": [ - "import numpy as np\n", - "import tensorflow as tf\n", - "import keras_tuner as kt\n", - "from tensorflow.keras import layers, models, regularizers\n", - "from tensorflow.keras.callbacks import EarlyStopping\n", - "from sklearn.metrics import confusion_matrix, classification_report\n", - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Ensure reproducibility\n", - "np.random.seed(42)\n", - "tf.random.set_seed(42)\n", - "\n", - "# Assuming X_train, X_test, y_train, y_test are already defined\n", - "num_features = X_train_reduced.shape[1]\n", - "num_classes = len(np.unique(y_train))\n", - "\n", - "def build_model(hp):\n", - " model = models.Sequential()\n", - " \n", - " # First layer: Let tuner choose activation function and number of units.\n", - " activation_1 = hp.Choice('activation_1', values=['relu', 'tanh', 'sigmoid'])\n", - " units_1 = hp.Int('units_1', min_value=16, max_value=256, step=32)\n", - " model.add(layers.Dense(units_1, activation=activation_1, input_shape=(num_features,),\n", - " kernel_regularizer=regularizers.l2(0.01)))\n", - " dropout_rate = hp.Float('dropout_rate', 0.0, 0.5, step=0.1)\n", - " model.add(layers.Dropout(dropout_rate))\n", - " \n", - " # Optional second layer: conditionally add if chosen by the tuner\n", - " if hp.Boolean(\"second_layer\"):\n", - " activation_2 = hp.Choice('activation_2', values=['relu', 'tanh', 'sigmoid'])\n", - " units_2 = hp.Int('units_2', min_value=16, max_value=256, step=32)\n", - " model.add(layers.Dense(units_2, activation=activation_2,\n", - " kernel_regularizer=regularizers.l2(0.01)))\n", - " # Optional dropout after second layer\n", - " dropout_rate_2 = hp.Float('dropout_rate_2', 0.0, 0.5, step=0.1)\n", - " model.add(layers.Dropout(dropout_rate_2))\n", - " \n", - " # Output layer\n", - " model.add(layers.Dense(num_classes, activation='softmax'))\n", - " \n", - " # Hyperparameter for learning rate\n", - " #lr = hp.Float('learning_rate', 1e-4, 1e-2, sampling='log')\n", - " \n", - " model.compile(\n", - " optimizer=tf.keras.optimizers.Adam(learning_rate=0.001),\n", - " loss='sparse_categorical_crossentropy',\n", - " metrics=['accuracy']\n", - " )\n", - " return model\n", - "\n", - "# Initialize the tuner\n", - "tuner = kt.RandomSearch(\n", - " build_model,\n", - " objective='val_accuracy',\n", - " max_trials=10,\n", - " executions_per_trial=1,\n", - " overwrite=True,\n", - " directory='my_dir',\n", - " project_name='activation_tuning'\n", - ")\n", - "\n", - "# EarlyStopping callback to stop training when validation loss doesn't improve\n", - "early_stop = EarlyStopping(monitor='val_loss', patience=4, restore_best_weights=True)\n", - "\n", - "# Start hyperparameter search\n", - "tuner.search(\n", - " X_train_reduced, y_train,\n", - " validation_data=(X_test_reduced, y_test),\n", - " epochs=60, # Increase epochs for a more robust search if time allows\n", - " callbacks=[early_stop]\n", - ")\n", - "\n", - "# Retrieve best hyperparameters and build the best model\n", - "best_hps = tuner.get_best_hyperparameters(num_trials=1)[0]\n", - "best_model = tuner.hypermodel.build(best_hps)\n", - "print(\"Best Hyperparameters:\")\n", - "print(best_hps.values)\n", - "\n", - "# Train the best model further if needed\n", - "history = best_model.fit(\n", - " X_train_reduced, y_train,\n", - " validation_data=(X_test_reduced, y_test),\n", - " epochs=60, # Use best trial's epochs or default\n", - " callbacks=[early_stop],\n", - " #optimzer=tf.keras.optimizers.Adam(learning_rate=0.001)\n", - ")\n", - "\n", - "# Evaluate the best model on the test set\n", - "test_loss, test_acc = best_model.evaluate(X_test_reduced, y_test)\n", - "print(f\"Test accuracy: {test_acc:.4f}\")" - ] - }, - { - "cell_type": "code", - "execution_count": 67, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 2ms/step \n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#Confusion Matrix\n", - "# Get predictions on the test set.\n", - "y_pred = np.argmax(best_model.predict(X_test_reduced), axis=1)\n", - "\n", - "decoded_y_test = le.inverse_transform(y_test)\n", - "decoded_y_pred = le.inverse_transform(y_pred)\n", - "\n", - "# Create confusion matrix.\n", - "cm = confusion_matrix(decoded_y_test, decoded_y_pred)\n", - "\n", - "plt.figure(figsize=(8,6))\n", - "sns.heatmap(cm, annot=True, fmt='d', cmap='viridis', xticklabels=le.classes_, yticklabels=le.classes_)\n", - "plt.xlabel('Predicted')\n", - "plt.ylabel('True')\n", - "plt.title('Confusion Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 68, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Plot training vs. validation loss and accuracy.\n", - "plt.figure(figsize=(12,5))\n", - "\n", - "# Loss Plot\n", - "plt.subplot(1, 2, 1)\n", - "plt.plot(history.history['loss'], label='Training Loss')\n", - "plt.plot(history.history['val_loss'], label='Validation Loss')\n", - "plt.xlabel('Epoch')\n", - "plt.ylabel('Loss')\n", - "plt.title('Training vs. Validation Loss')\n", - "plt.legend()\n", - "\n", - "# Accuracy Plot\n", - "plt.subplot(1, 2, 2)\n", - "plt.plot(history.history['accuracy'], label='Training Accuracy')\n", - "plt.plot(history.history['val_accuracy'], label='Validation Accuracy')\n", - "plt.xlabel('Epoch')\n", - "plt.ylabel('Accuracy')\n", - "plt.title('Training vs. Validation Accuracy')\n", - "plt.legend()\n", - "\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 69, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Create a DataFrame for features. If X has many features, consider selecting a subset.\n", - "df_features = pd.DataFrame(X_train_reduced, columns=[f'feature_{i}' for i in range(X_train_reduced.shape[1])])\n", - "\n", - "# Compute the correlation matrix.\n", - "corr = df_features.corr()\n", - "\n", - "plt.figure(figsize=(12,10))\n", - "sns.heatmap(corr, cmap='coolwarm', annot=False)\n", - "plt.title('Feature Correlation Matrix')\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 70, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 993us/step\n", - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n", - "\u001b[1m20/20\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 1ms/step \n", - "\u001b[1m20/20\u001b[0m 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.base import BaseEstimator, ClassifierMixin\n", - "from sklearn.inspection import permutation_importance\n", - "\n", - "# Wrapper for the Keras model to work with sklearn's permutation_importance.\n", - "class KerasClassifierWrapper(BaseEstimator, ClassifierMixin):\n", - " def __init__(self, model):\n", - " self.model = model\n", - " \n", - " def fit(self, X, y):\n", - " # Model is already trained.\n", - " return self\n", - " \n", - " def predict(self, X):\n", - " preds = self.model.predict(X)\n", - " return np.argmax(preds, axis=1)\n", - " \n", - " def score(self, X, y):\n", - " y_pred = self.predict(X)\n", - " return np.mean(y_pred == y)\n", - "\n", - "# Wrap our trained model.\n", - "wrapper = KerasClassifierWrapper(best_model)\n", - "\n", - "# Compute permutation importance on the test set.\n", - "result = permutation_importance(wrapper, X_test_reduced, y_test, n_repeats=10,\n", - " random_state=42, scoring='accuracy')\n", - "importance_means = result.importances_mean\n", - "\n", - "# Plot the permutation importance.\n", - "plt.figure(figsize=(12, 6))\n", - "features = [f'feature_{i}' for i in range(X_train_reduced.shape[1])]\n", - "plt.bar(features, importance_means)\n", - "plt.xticks(rotation=90)\n", - "plt.xlabel('Feature')\n", - "plt.ylabel('Mean Importance')\n", - "plt.title('Permutation Feature Importance')\n", - "plt.show()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": ".venv", - "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": "3.11.2" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/src/ai_analysis/combined_dataset.csv b/src/datasets/data_combined_dominik_kaggle.csv similarity index 100% rename from src/ai_analysis/combined_dataset.csv rename to src/datasets/data_combined_dominik_kaggle.csv diff --git a/src/datasets/data.csv b/src/datasets/data_dominik.csv similarity index 100% rename from src/datasets/data.csv rename to src/datasets/data_dominik.csv diff --git a/src/datasets/dataset.csv b/src/datasets/data_kaggle.csv similarity index 100% rename from src/datasets/dataset.csv rename to src/datasets/data_kaggle.csv