diff --git a/examples/tabular/requirements.txt b/examples/tabular/requirements.txt new file mode 100644 index 000000000..c1cfc4e1c --- /dev/null +++ b/examples/tabular/requirements.txt @@ -0,0 +1,33 @@ +fedot @ https://github.com/aimclub/FEDOT.git@fi_exp_prep + +# workaround for macos +catboost==1.1.1; sys_platform == 'darwin' + +giotto_tda==0.6.0 +hyperopt==0.2.7 +matplotlib>=3.3.1; python_version >= '3.8' +MKLpy==0.6 + +numpy>=1.16.0, !=1.24.0 +pandas>=1.3.0; python_version >='3.8' + +Pillow==10.0.0 +PyMonad==2.4.0 +PyWavelets==1.4.1 +PyYAML==6.0.1 + +ripser==0.6.4 + +scikit_learn>=1.0.0; python_version >= '3.8' + +scipy~=1.7.3 +sktime==0.16.1 +tensorly==0.8.1 +torch==2.0.0 +torchmetrics==0.11.4 +torchvision==0.15.1 +tensorboard>=2.12.0 +statsforecast==1.5.0 + +chardet +tqdm \ No newline at end of file diff --git a/examples/tabular/scoring_prediction.py b/examples/tabular/scoring_prediction.py new file mode 100644 index 000000000..959ea7a13 --- /dev/null +++ b/examples/tabular/scoring_prediction.py @@ -0,0 +1,69 @@ +# -*- coding: utf-8 -*- + +"""scroing_prediction.ipynb + + + +## Imports + +""" + +import pandas as pd +from fedot_ind import fedot_api +from sklearn.model_selection import train_test_split + +"""## Opening Data""" + +data = pd.read_csv('scoring_train.csv', index_col=0) +target = 'target' +X_train, X_test, y_train, y_test = train_test_split(data.drop(target, axis=1), data[target], test_size=0.3) + +print('Shape of train', X_train.shape, 'and test', X_test.shape) + +"""## Experiments settings""" + +TIMEOUT = 15 +N_JOBS = 1 +EARLY_STOPPING_TIMEOUT = 45 +METRIC = 'roc_auc' +TUNING = False + +"""## Fedot (master)""" + +automl = fedot_api.Fedot( + problem='classification', + timeout=TIMEOUT, + n_jobs=N_JOBS, + metric=METRIC, + with_tuning=TUNING, + early_stopping_timeout=EARLY_STOPPING_TIMEOUT, + show_progress=True +) + +automl.fit(features=X_train, target=y_train) +automl.predict(features=X_test) +metric_after_1 = automl.get_metrics(target=y_test) +print(metric_after_1) +fedot_industrial_report = automl.return_report() +fedot_industrial_report.head(10) + +"""## Fedot with use_auto_preprocessing (master)""" + +automl = fedot_api.Fedot( + problem='classification', + timeout=TIMEOUT, + n_jobs=N_JOBS, + metric=METRIC, + with_tuning=TUNING, + early_stopping_timeout=EARLY_STOPPING_TIMEOUT, + show_progress=True + +) + +automl.fit(features=X_train, target=y_train) +automl.predict(features=X_test) +metric_after_2 = automl.get_metrics(target=y_test) +print(metric_after_2) +fedot_industrial_report = automl.return_report() +fedot_industrial_report.head(10) +print(automl.history.get_leaderboard()) diff --git a/examples/tabular/scoring_train.csv b/examples/tabular/scoring_train.csv new file mode 100644 index 000000000..502a79c92 --- /dev/null +++ b/examples/tabular/scoring_train.csv @@ -0,0 +1,20001 @@ 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fedot_api\n", + "from sklearn.model_selection import train_test_split" + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Opening Data" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "execution_count": 2, + "outputs": [], + "source": [ + "data = pd.read_csv('scoring_train.csv', index_col=0)" + ], + "metadata": { + "id": "-22IseLiiTFn", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:46.862273700Z", + "start_time": "2024-01-09T14:23:46.834260400Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 3, + "outputs": [ + { + "data": { + "text/plain": " RevolvingUtilizationOfUnsecuredLines age \\\nID \n0 0.766127 45 \n1 0.957151 40 \n2 0.658180 38 \n3 0.233810 30 \n4 0.907239 49 \n\n NumberOfTime30.59DaysPastDueNotWorse DebtRatio MonthlyIncome \\\nID \n0 2 0.802982 9120.0 \n1 0 0.121876 2600.0 \n2 1 0.085113 3042.0 \n3 0 0.036050 3300.0 \n4 1 0.024926 63588.0 \n\n NumberOfOpenCreditLinesAndLoans NumberOfTimes90DaysLate \\\nID \n0 13 0 \n1 4 0 \n2 2 1 \n3 5 0 \n4 7 0 \n\n NumberRealEstateLoansOrLines NumberOfTime60.89DaysPastDueNotWorse \\\nID \n0 6 0 \n1 0 0 \n2 0 0 \n3 0 0 \n4 1 0 \n\n NumberOfDependents target \nID \n0 2.0 1 \n1 1.0 0 \n2 0.0 0 \n3 0.0 0 \n4 0.0 0 ", + "text/html": "
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" + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "data.head()" + ], + "metadata": { + "id": "v-UTT3XNiTFo", + "outputId": "31e5ca2d-6207-4a9d-e1c5-96a5c03985c4", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:46.895260400Z", + "start_time": "2024-01-09T14:23:46.867262300Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 4, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 20000 entries, 0 to 19999\n", + "Data columns (total 11 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 RevolvingUtilizationOfUnsecuredLines 20000 non-null float64\n", + " 1 age 20000 non-null int64 \n", + " 2 NumberOfTime30.59DaysPastDueNotWorse 20000 non-null int64 \n", + " 3 DebtRatio 20000 non-null float64\n", + " 4 MonthlyIncome 15979 non-null float64\n", + " 5 NumberOfOpenCreditLinesAndLoans 20000 non-null int64 \n", + " 6 NumberOfTimes90DaysLate 20000 non-null int64 \n", + " 7 NumberRealEstateLoansOrLines 20000 non-null int64 \n", + " 8 NumberOfTime60.89DaysPastDueNotWorse 20000 non-null int64 \n", + " 9 NumberOfDependents 19452 non-null float64\n", + " 10 target 20000 non-null int64 \n", + "dtypes: float64(4), int64(7)\n", + "memory usage: 1.8 MB\n" + ] + } + ], + "source": [ + "data.info()" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:23:46.926262700Z", + "start_time": "2024-01-09T14:23:46.894259900Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 5, + "outputs": [], + "source": [ + "target = 'target'" + ], + "metadata": { + "id": "3-2xcISiiTFp", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:46.969259500Z", + "start_time": "2024-01-09T14:23:46.912261200Z" + } + } + }, + { + "cell_type": "markdown", + "source": [ + "Split data for validation" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "execution_count": 6, + "outputs": [], + "source": [ + "X_train, X_test, y_train, y_test = train_test_split(data.drop(target, axis=1), data[target], test_size=0.3)" + ], + "metadata": { + "id": "aFS_1WO1iTFp", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:47.066260100Z", + "start_time": "2024-01-09T14:23:46.926262700Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 7, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape of train (14000, 10) and test (6000, 10)\n" + ] + } + ], + "source": [ + "print('Shape of train', X_train.shape, 'and test' , X_test.shape)" + ], + "metadata": { + "id": "CuSBwmSXiTFp", + "outputId": "a90aded5-850c-4375-85f4-457a9a9f88ce", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:47.122259200Z", + "start_time": "2024-01-09T14:23:46.942259900Z" + } + } + }, + { + "cell_type": "markdown", + "source": [ + "## Experiments settings" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "execution_count": 8, + "outputs": [], + "source": [ + "TIMEOUT = 15\n", + "N_JOBS = 1\n", + "EARLY_STOPPING_TIMEOUT = 45\n", + "METRIC = 'roc_auc'\n", + "TUNING = False" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:23:47.372265900Z", + "start_time": "2024-01-09T14:23:47.330261600Z" + } + } + }, + { + "cell_type": "markdown", + "source": [ + "## Fedot (current master)" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "execution_count": 9, + "outputs": [], + "source": [ + "automl = fedot_api.Fedot(problem='classification', timeout=TIMEOUT, n_jobs=N_JOBS, metric=METRIC, with_tuning=TUNING, early_stopping_timeout=EARLY_STOPPING_TIMEOUT, show_progress=True)" + ], + "metadata": { + "id": "sc3hyehJiTFp", + "ExecuteTime": { + "end_time": "2024-01-09T14:23:49.032388300Z", + "start_time": "2024-01-09T14:23:48.900388800Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 10, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2024-01-09 17:23:55,618 - AssumptionsHandler - Memory consumption for fitting of the initial pipeline in main session: current 30.4 MiB, max: 53.0 MiB\n", + "2024-01-09 17:23:55,622 - ApiComposer - Initial pipeline was fitted in 3.8 sec.\n", + "2024-01-09 17:23:55,624 - AssumptionsHandler - Preset was changed to best_quality due to fit time estimation for initial model.\n", + "2024-01-09 17:23:55,636 - ApiComposer - AutoML configured. Parameters tuning: False. Time limit: 15 min. Set of candidate models: ['bernb', 'catboost', 'dt', 'fast_ica', 'isolation_forest_class', 'knn', 'lgbm', 'logit', 'mlp', 'normalization', 'pca', 'poly_features', 'qda', 'resample', 'rf', 'scaling'].\n", + "2024-01-09 17:23:55,704 - ApiComposer - Pipeline composition started.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Generations: 0%| | 0/10000 [00:00\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
dayshoursminutessecondsmilliseconds
Data Definition (fit)0001257
Applying Recommendation (fit)00000
Data Preprocessing00145269
Fitting00927377
Tuning (composing)00000
Tuning (post)00000
Data Definition (predict)0000124
Applying Recommendation (predict)00000
Predicting0000181
\n" + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fedot_industrial_report = automl.return_report()\n", + "\n", + "fedot_industrial_report.head(10)" + ], + "metadata": { + "id": "Jf4dUpTDiTFq", + "outputId": "ed204bf0-562c-4f25-f056-900aa39dba25", + "ExecuteTime": { + "end_time": "2024-01-09T14:33:18.662099600Z", + "start_time": "2024-01-09T14:33:18.643099800Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 14, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Position | Fitness | Generation | Graph\n", + " 0, -0.8561, g2-i0, (/n_scaling;)/n_rf_{'n_jobs': 1, 'criterion': 'entropy', 'max_features': 0.18494281889317088, 'min_samples_split': 7, 'min_samples_leaf': 6, 'bootstrap': True}\n", + " 10, -0.8511, g1-i10, (/n_scaling;)/n_lgbm_{'num_leaves': 32, 'colsample_bytree': 0.8, 'subsample': 0.8, 'subsample_freq': 10, 'learning_rate': 0.03, 'n_estimators': 100, 'n_jobs': 1, 'verbose': -1}\n", + " 1, -0.849, g1-i1, /n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 2, -0.8481, g1-i2, (/n_poly_features;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 15, -0.8478, g1-i15, (/n_scaling;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 13, -0.8276, g1-i13, (/n_scaling;)/n_rf_{'n_jobs': 1}\n", + " 9, -0.826, g1-i9, /n_rf_{'n_jobs': 1}\n", + " 14, -0.8219, g1-i14, (/n_isolation_forest_class;)/n_rf_{'n_jobs': 1}\n", + " 0, -0.8188, g1-i0, ((/n_resample_{'balance': 'expand_minority', 'replace': False, 'balance_ratio': 1};)/n_scaling;)/n_logit\n", + " 16, -0.8185, g1-i16, (/n_scaling;)/n_logit\n", + " I0 -0.8478 | - | (/n_scaling;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " I1 -0.8185 | - | (/n_scaling;)/n_logit\n", + " I2 -0.8276 | - | (/n_scaling;)/n_rf_{'n_jobs': 1}\n" + ] + } + ], + "source": [ + "print(automl.history.get_leaderboard())" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:33:18.687102500Z", + "start_time": "2024-01-09T14:33:18.660100500Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 15, + "outputs": [ + { + "data": { + "text/plain": "
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" 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "automl.history.show.operations_kde(dpi=100)" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:33:19.238101600Z", + "start_time": "2024-01-09T14:33:18.861099Z" + } + } + }, + { + "cell_type": "markdown", + "source": [ + "## Fedot with use_auto_preprocessing (current master)" + ], + "metadata": { + "collapsed": false + } + }, + { + "cell_type": "code", + "execution_count": 17, + "outputs": [], + "source": [ + "automl = fedot_api.Fedot(problem='classification', timeout=TIMEOUT, n_jobs=N_JOBS, metric=METRIC, with_tuning=TUNING, early_stopping_timeout=EARLY_STOPPING_TIMEOUT, use_auto_preprocessing=True)" + ], + "metadata": { + "id": "3SskC9V1iTFr", + "ExecuteTime": { + "end_time": "2024-01-09T14:33:19.569648500Z", + "start_time": "2024-01-09T14:33:19.240102100Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 18, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2024-01-09 17:33:20,728 - ApiDataProcessor - Preprocessing data\n", + "2024-01-09 17:33:20,730 - ApiDataProcessor - Train Data (Original) Memory Usage: 1.07 MB Data Shapes: ((14000, 10), (14000, 1))\n", + "2024-01-09 17:33:21,732 - ApiDataProcessor - Train Data (Processed) Memory Usage: 5.34 MB Data Shape: ((14000, 50), (14000, 1))\n", + "2024-01-09 17:33:21,734 - ApiDataProcessor - Data preprocessing runtime = 0:00:01.006088\n", + "2024-01-09 17:33:24,263 - AssumptionsHandler - Memory consumption for fitting of the initial pipeline in main session: current 15.9 MiB, max: 36.3 MiB\n", + "2024-01-09 17:33:24,265 - ApiComposer - Initial pipeline was fitted in 2.5 sec.\n", + "2024-01-09 17:33:24,267 - AssumptionsHandler - Preset was changed to best_quality due to fit time estimation for initial model.\n", + "2024-01-09 17:33:24,276 - ApiComposer - AutoML configured. Parameters tuning: False. Time limit: 15 min. Set of candidate models: ['bernb', 'catboost', 'dt', 'fast_ica', 'isolation_forest_class', 'knn', 'lgbm', 'logit', 'mlp', 'normalization', 'pca', 'poly_features', 'qda', 'resample', 'rf', 'scaling'].\n", + "2024-01-09 17:33:24,336 - ApiComposer - Pipeline composition started.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Generations: 0%| | 0/10000 [00:00\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
dayshoursminutessecondsmilliseconds
Data Definition (fit)0001157
Applying Recommendation (fit)00000
Data Preprocessing000185
Fitting001122781
Tuning (composing)00000
Tuning (post)00000
Data Definition (predict)0000108
Applying Recommendation (predict)00000
Predicting000048
\n" + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fedot_industrial_report = automl.return_report()\n", + "\n", + "fedot_industrial_report.head(10)" + ], + "metadata": { + "id": "Lc4f07O1iTFs", + "outputId": "60c7c19c-d312-450c-cab6-c4e65570df94", + "ExecuteTime": { + "end_time": "2024-01-09T14:44:44.882008Z", + "start_time": "2024-01-09T14:44:44.871000100Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 22, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Position | Fitness | Generation | Graph\n", + " 0, -0.8506, g3-i0, ((/n_scaling;)/n_lgbm_{'num_leaves': 32, 'colsample_bytree': 0.8, 'subsample': 0.8, 'subsample_freq': 10, 'learning_rate': 0.03, 'n_estimators': 100, 'n_jobs': 1, 'verbose': -1};)/n_logit\n", + " 19, -0.8506, g2-i19, ((/n_scaling;)/n_lgbm_{'num_leaves': 32, 'colsample_bytree': 0.8, 'subsample': 0.8, 'subsample_freq': 10, 'learning_rate': 0.03, 'n_estimators': 100, 'n_jobs': 1, 'verbose': -1};)/n_logit_{'C': 2.34694540613852}\n", + " 17, -0.8482, g2-i17, (/n_normalization;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 15, -0.8471, g2-i15, (/n_scaling;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 2, -0.8432, g2-i2, ((/n_scaling;)/n_lgbm_{'num_leaves': 32, 'colsample_bytree': 0.8, 'subsample': 0.8, 'subsample_freq': 10, 'learning_rate': 0.03, 'n_estimators': 100, 'n_jobs': 1, 'verbose': -1};)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 11, -0.8394, g2-i11, (/n_poly_features_{'degree': 2, 'interaction_only': False};)/n_rf_{'n_jobs': 1, 'criterion': 'entropy', 'max_features': 0.9231949126700583, 'min_samples_split': 5, 'min_samples_leaf': 5, 'bootstrap': True}\n", + " 8, -0.8394, g2-i8, ((/n_isolation_forest_class;)/n_poly_features;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " 4, -0.8322, g2-i4, (/n_normalization;)/n_rf_{'n_jobs': 1}\n", + " 3, -0.832, g2-i3, (/n_pca_{'svd_solver': 'full', 'n_components': 0.7};;/n_scaling;)/n_rf_{'n_jobs': 1}\n", + " 16, -0.8303, g2-i16, ((/n_scaling;)/n_poly_features;;/n_scaling;)/n_rf_{'n_jobs': 1}\n", + " I0 -0.8471 | - | (/n_scaling;)/n_catboost_{'allow_writing_files': False, 'verbose': False, 'iterations': 1000, 'use_eval_set': False, 'use_best_model': False, 'early_stopping_rounds': None, 'n_jobs': 1}\n", + " I1 -0.8185 | - | (/n_scaling;)/n_logit\n", + " I2 -0.829 | - | (/n_scaling;)/n_rf_{'n_jobs': 1}\n" + ] + } + ], + "source": [ + "print(automl.history.get_leaderboard())" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:44:44.912006600Z", + "start_time": "2024-01-09T14:44:44.886003900Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 23, + "outputs": [ + { + "data": { + "text/plain": "
", + "image/png": 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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "automl.history.show.fitness_box(best_fraction=0.5, dpi=100)" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:44:45.067037200Z", + "start_time": "2024-01-09T14:44:44.900002900Z" + } + } + }, + { + "cell_type": "code", + "execution_count": 24, + "outputs": [ + { + "data": { + "text/plain": "
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" + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "automl.history.show.operations_kde(dpi=100)" + ], + "metadata": { + "collapsed": false, + "ExecuteTime": { + "end_time": "2024-01-09T14:44:45.464663300Z", + "start_time": "2024-01-09T14:44:45.070001Z" + } + } + }, + { + "cell_type": "code", + "execution_count": null, + "outputs": [], + "source": [], + "metadata": { + "collapsed": false + } + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 2 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython2", + "version": "2.7.6" + }, + "colab": { + "provenance": [] + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/fedot_ind/__init__.py b/fedot_ind/__init__.py index e69de29bb..c8eb65e59 100644 --- a/fedot_ind/__init__.py +++ b/fedot_ind/__init__.py @@ -0,0 +1 @@ +import fedot as fedot_api \ No newline at end of file