From 87700855c6bbbf8ba3d9adc61a6a2be62098e6d5 Mon Sep 17 00:00:00 2001 From: jyhong Date: Fri, 2 May 2025 15:48:04 -0700 Subject: [PATCH] added altitude extraction tutorial and necessary helpers and data --- alt_extraction/__init__.py | 0 .../__pycache__/__init__.cpython-311.pyc | Bin 0 -> 167 bytes .../__pycache__/helpers.cpython-311.pyc | Bin 0 -> 18159 bytes alt_extraction/helpers.py | 296 + cfl.egg-info/PKG-INFO | 19 + cfl.egg-info/SOURCES.txt | 47 + cfl.egg-info/dependency_links.txt | 1 + cfl.egg-info/requires.txt | 8 + cfl.egg-info/top_level.txt | 3 + cfl/__pycache__/__init__.cpython-311.pyc | Bin 0 -> 476 bytes cfl/__pycache__/block.cpython-311.pyc | Bin 0 -> 5829 bytes cfl/__pycache__/dataset.cpython-311.pyc | Bin 0 -> 8239 bytes cfl/__pycache__/experiment.cpython-311.pyc | Bin 0 -> 30901 bytes .../Y_given_Xmacro.cpython-311.pyc | Bin 0 -> 12302 bytes .../__pycache__/__init__.cpython-311.pyc | Bin 0 -> 496 bytes .../cause_clusterer.cpython-311.pyc | Bin 0 -> 12485 bytes 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bytes data/altitude/10km_data.csv | 12701 ++++++++++++++++ data/altitude/10km_test.csv | 12701 ++++++++++++++++ data/altitude/13km_data.csv | 7488 +++++++++ data/altitude/13km_test.csv | 7488 +++++++++ data/altitude/150km_data.csv | 63 + data/altitude/150km_test.csv | 63 + data/altitude/40km_data.csv | 834 + data/altitude/40km_test.csv | 834 + .../alt_extraction_tutorial.ipynb | 785 + 41 files changed, 43331 insertions(+) create mode 100644 alt_extraction/__init__.py create mode 100644 alt_extraction/__pycache__/__init__.cpython-311.pyc create mode 100644 alt_extraction/__pycache__/helpers.cpython-311.pyc create mode 100644 alt_extraction/helpers.py create mode 100644 cfl.egg-info/PKG-INFO create mode 100644 cfl.egg-info/SOURCES.txt create mode 100644 cfl.egg-info/dependency_links.txt create mode 100644 cfl.egg-info/requires.txt create mode 100644 cfl.egg-info/top_level.txt create mode 100644 cfl/__pycache__/__init__.cpython-311.pyc create mode 100644 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zFZ>GkzK(yn)az#tVIm?u50jMgPVNNPF0`c2r zaakcGaW}HZg<mWgps1A|pfB%39pmvDV4hRsjE4yA6L}GfMqDe2t9L(-R8QCsU?L5_9Xj41-3BqSNAXjPlHmBgi zxRFZTuLVQlFuNam-mf2KFTnK-d_w$3oyldh+IbAUhvY*f50Ri*h-^_=TnEX!CN@$c z%E?gpmOef;&CG^_Cs`W|05~<#UjhLmi&mT0RPn_#ui470&vmLsyLDZoCc7+J-?~O2 z-mO}A?P_vbyALDPWJ2rIcCTyHq{WE^s7cE max_elevation: + max_elevation = grid[ni, nj] + best_dx, best_dy = dx, dy + + U[i, j] = best_dy + V[i, j] = best_dx + + mag = np.sqrt(U**2 + V**2) + norm_U, norm_V = U / (mag + 1e-10), V / (mag + 1e-10) # Avoid division by zero + + # Plot the quiver plot + fig, ax = plt.subplots(figsize=(5, 6), dpi=150) + ax.set_title(f'Gradient Toward Highest Elevation (Search Depth={d})', fontsize=10) + ax.quiver(X, Y, norm_U, -norm_V, color='black', pivot='mid', scale=40) # Flip V for correct image alignment + + grid = np.ma.masked_invalid(grid) + if not white_back: + cmap = plt.get_cmap('terrain') + if grey_back: + cmap.set_bad('grey') + cbar = fig.colorbar(ax.imshow(grid, cmap=cmap, origin='upper'), ax=ax) + cbar.ax.tick_params(labelsize=10) + cbar.set_label('Elevation (m)', fontsize=13) + else: + cmap = plt.get_cmap('gray_r') + if grey_back: + cmap.set_bad('grey') + ax.imshow(np.zeros_like(grid), cmap=cmap, origin='upper') + + ax.set_xticks([]) + ax.set_yticks([]) + + return U, V + +def grad_angles(U, V, title='Angle Representation of Gradients', grey_back=False): + angles_raw = np.arctan2(-V, U) + angles_raw[angles_raw < 0] += 2 * np.pi + angles = angles_raw * 180 / np.pi # Convert to degrees + angles = np.ma.masked_invalid(angles) + + fig, ax = plt.subplots(figsize=(5, 6), dpi=150) + ax.set_title(title, fontsize=10) + cmap = plt.get_cmap('twilight_shifted') + if grey_back: + cmap.set_bad('grey') + + im = ax.imshow(angles, cmap=cmap, origin='upper') + cbar = fig.colorbar(im, ax=ax) + cbar.ax.tick_params(labelsize=10) + cbar.set_label('Gradient Direction (Degrees)', fontsize=13) + + ax.set_xticks([]) + ax.set_yticks([]) + + return angles + +def plot_area(data, units, title='Area', grey_back=False, color=None): + if units in ['elevation', 'alt', 'altitude']: + label = 'Elevation (m)' + cmap = plt.get_cmap('terrain') + elif units in ['temp', 'temperature']: + label = 'Temperature (°C)' + cmap = plt.get_cmap('hot_r') + if color: + cmap = plt.get_cmap(color) + if grey_back: + cmap.set_bad('grey') + + plt.imshow(data, cmap=cmap, interpolation='nearest') + + plt.tick_params(axis='both', which='both', labelbottom=False, labelleft=False) + plt.locator_params(axis='x', nbins=4) + + plt.xlabel('Longitude', fontsize=13) + plt.ylabel('Latitude', fontsize=13) + cbar = plt.colorbar() + cbar.set_ticks([]) + cbar.set_label(label, fontsize=12) + if title: + plt.title(title, fontsize=13) + plt.show() diff --git a/cfl.egg-info/PKG-INFO b/cfl.egg-info/PKG-INFO new file mode 100644 index 0000000..f8cf815 --- /dev/null +++ b/cfl.egg-info/PKG-INFO @@ -0,0 +1,19 @@ +Metadata-Version: 2.1 +Name: cfl +Version: 1.3.1 +Summary: Causal Feature Learning (CFL) is an unsupervised algorithm designed to construct macro-variables from low-level data, while maintaining the causal relationships between these macro-variables. +Home-page: https://github.com/eberharf/cfl +Author: Jenna Kahn and Iman Wahle +Author-email: imanwahle@gmail.com +Classifier: Development Status :: 2 - Pre-Alpha +Classifier: Intended Audience :: Science/Research +Classifier: License :: Free for non-commercial use +Classifier: Programming Language :: Python :: 3.7 +Classifier: Programming Language :: Python :: 3.8 +Classifier: Topic :: Scientific/Engineering +Classifier: Topic :: Scientific/Engineering :: Mathematics +Classifier: Topic :: Scientific/Engineering :: Artificial Intelligence +Requires-Python: >=3.7,<3.13 +License-File: LICENSE.txt + +See cfl.readthedocs.io for a full description diff --git a/cfl.egg-info/SOURCES.txt b/cfl.egg-info/SOURCES.txt new file mode 100644 index 0000000..aed3782 --- /dev/null +++ b/cfl.egg-info/SOURCES.txt @@ -0,0 +1,47 @@ +LICENSE.txt +README.md +setup.py +alt_extraction/__init__.py +alt_extraction/helpers.py +cfl/__init__.py +cfl/block.py +cfl/dataset.py +cfl/experiment.py +cfl.egg-info/PKG-INFO +cfl.egg-info/SOURCES.txt +cfl.egg-info/dependency_links.txt +cfl.egg-info/requires.txt +cfl.egg-info/top_level.txt +cfl/clustering/Y_given_Xmacro.py +cfl/clustering/__init__.py +cfl/clustering/cause_clusterer.py +cfl/clustering/cluster_tuning_util.py +cfl/clustering/clusterer_model.py +cfl/clustering/effect_clusterer.py +cfl/clustering/snn.py +cfl/cond_density_estimation/__init__.py +cfl/cond_density_estimation/cde_model.py +cfl/cond_density_estimation/condDensityEstimator.py +cfl/cond_density_estimation/condExpBase.py +cfl/cond_density_estimation/condExpCNN.py +cfl/cond_density_estimation/condExpDIY.py +cfl/cond_density_estimation/condExpMod.py +cfl/cond_density_estimation/condExpRidgeRegCV.py +cfl/post_cfl/__init__.py +cfl/post_cfl/intervention_rec.py +cfl/post_cfl/macro_cond_prob.py +cfl/post_cfl/microvariable_importance.py +cfl/post_cfl/post_cfl_util.py +cfl/util/__init__.py +cfl/util/data_processing.py +cfl/util/experiment_loading.py +cfl/util/find_xlbl_locations.py +cfl/util/input_val.py +cfl/visualization/__init__.py +cfl/visualization/basic_visualizations.py +cfl/visualization/cde_diagnostic.py +cfl/visualization/clustering_to_sankey.py +cfl/visualization/data_sample_visualizations.py +visual_bars/__init__.py +visual_bars/generate_visual_bars_data.py +visual_bars/visual_bars_vis.py \ No newline at end of file diff --git a/cfl.egg-info/dependency_links.txt b/cfl.egg-info/dependency_links.txt new file mode 100644 index 0000000..8b13789 --- /dev/null +++ b/cfl.egg-info/dependency_links.txt @@ -0,0 +1 @@ + diff --git a/cfl.egg-info/requires.txt b/cfl.egg-info/requires.txt new file mode 100644 index 0000000..cb89e8e --- /dev/null +++ b/cfl.egg-info/requires.txt @@ -0,0 +1,8 @@ +tqdm +matplotlib>=3.3.4 +tensorflow>=2.4.0 +numpy>=1.19.5 +scikit-learn>=1.0 +jupyter +ipykernel +joblib>=0.16.0 diff --git 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The datasets are comprised of longitude, latitude, and elevation information from Google's Earth Engine, with temperature data generated from the elevation data using a simple linear model with Gaussian noise. CFL then learns a model that is able to generate contours of the given area. " + ] + }, + { + "cell_type": "markdown", + "id": "850c9768", + "metadata": {}, + "source": [ + "### Imports" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "333c07fd", + "metadata": {}, + "outputs": [], + "source": [ + "# Imports\n", + "from cfl.experiment import Experiment\n", + "import numpy as np\n", + "import pandas as pd\n", + "import re # regular expressions for data cleaning\n", + "from sklearn.preprocessing import StandardScaler\n", + "import matplotlib.pyplot as plt\n", + "from alt_extraction.helpers import * # imports all functions from alt_extract_helpers.py" + ] + }, + { + "cell_type": "markdown", + "id": "11228858", + "metadata": {}, + "source": [ + "### Get, Clean, and Save Data" + ] + }, + { + "cell_type": "markdown", + "id": "120140d1", + "metadata": {}, + "source": [ + "Using this online dataset from Google Earth Engine (and opening in the code editor): https://developers.google.com/earth-engine/datasets/catalog/AU_GA_DEM_1SEC_v10_DEM-H \n", + "\n", + "Run the script in the following drive link to extract the data at the desired resolution (stored as the `SCALE` variable in the script): https://drive.google.com/file/d/1hxCDoeWw3POj4p2RA_g2TNkcyDaF6Hky/view?usp=sharing \n", + "\n", + "Download the data as a CSV to Google drive and then move to a local directory. Note that this get and clean process needs to be done for each dataset." + ] + }, + { + "cell_type": "markdown", + "id": "cd43bf82", + "metadata": {}, + "source": [ + "Note that cleaned datasets at 10km, 13km, 40km, and 150km resolutions are available in the Github under the `data/altitude` folder. Skip this section if you are pulling the data directly from the Github." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b5f4457", + "metadata": {}, + "outputs": [], + "source": [ + "folder = '../../../data/altitude' # replace with your data folder path\n", + "resolution = '10km' # replace with your resolution + 'km'\n", + "path = folder + f'/elevation_{resolution}.csv' # replace with your file path/name\n", + "df = pd.read_csv(path)\n", + "\n", + "# Data cleaning\n", + "long = []\n", + "lat = []\n", + "for i, row in df.iterrows():\n", + " coords = re.search(r'\\[(.*?)\\]', row['.geo']).group(1).split(',')\n", + " long.append(float(coords[0]))\n", + " lat.append(float(coords[1]))\n", + "\n", + "df['long'] = long\n", + "df['lat'] = lat\n", + "df.drop(columns=['.geo', 'system:index'], axis=1, inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6efe68a7", + "metadata": {}, + "outputs": [], + "source": [ + "# Augment data with linearly generated temperature data\n", + "lapse_rate = 0.0065 # deg C per m\n", + "sea_level_temp = 19 # deg C - along east coast, using Sydney as reference\n", + "err_std_dev = 0.2 # deg C - taking into account errors for lapse rate and sea level temp\n", + "\n", + "def linear_elevation_to_temp(elevations, err=True): # elevation in meters\n", + " temps = []\n", + " for elevation in elevations:\n", + " if err:\n", + " err = np.random.normal(0, err_std_dev)\n", + " else:\n", + " err = 0\n", + " temp = sea_level_temp - (lapse_rate * elevation) + err\n", + " temps.append(temp)\n", + " return temps\n", + "\n", + "test_df = df.copy() # make a copy of the original dataframe for test data\n", + "\n", + "# For training data, add Gaussian noise and drop elevation\n", + "df['generated_temp'] = linear_elevation_to_temp(df['elevation'])\n", + "df.drop(columns=['elevation'], axis=1, inplace=True)\n", + "df.to_csv(folder + f'/{resolution}_data.csv', index=False) # save training data\n", + "\n", + "# For test data, add no noise\n", + "test_df['generated_temp'] = linear_elevation_to_temp(test_df['elevation'], err=False)\n", + "test_df.to_csv(folder + f'/{resolution}_test.csv', index=False) # save test data" + ] + }, + { + "cell_type": "markdown", + "id": "ccf7a4a3", + "metadata": {}, + "source": [ + "NOTE: Ensure that all datasets that are intended to be used are obtained, cleaned, augmented, and stored prior to proceeding with the rest of the notebook." + ] + }, + { + "cell_type": "markdown", + "id": "f310a78a", + "metadata": {}, + "source": [ + "### Data Visualization" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "54a119b1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Pick one dataset to visualize (will visualize unperturbed test data)\n", + "folder = '../../../data/altitude' # replace with your data folder path\n", + "resolution = '40km'\n", + "truth_file = folder + f'/{resolution}_test.csv'\n", + "truth_data = pd.read_csv(truth_file)\n", + "true_alt, true_temp = get_alt_temp_grids(truth_data, ocean=False)\n", + "\n", + "# Plotting using functions from alt_extract_helpers.py\n", + "plot_area(true_alt, 'elevation', title=f'{resolution} elevation map', grey_back=True)\n", + "plot_area(true_temp, 'temperature', title=f'{resolution} temp map', grey_back=True, color='jet')" + ] + }, + { + "cell_type": "markdown", + "id": "ec301c80", + "metadata": {}, + "source": [ + "Using the true elevation data to generate gradients (BFS of nearest peak):" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "0089654b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "search_depth = 5 # search depth (number of pixels)\n", + "nan_val = -100 # deprecated, any arbitrary value works\n", + "\n", + "U, V = gen_elevation_grads(true_alt, search_depth, nan_val=nan_val, grey_back=True)\n", + "angles = grad_angles(U, V, title=f'Angles of Gradients for {resolution}² Resolution (Search Depth={search_depth})', grey_back=True)" + ] + }, + { + "cell_type": "markdown", + "id": "f2ee8263", + "metadata": {}, + "source": [ + "### Preprocessing and Training" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "ca9eea17", + "metadata": {}, + "outputs": [], + "source": [ + "# Pick one dataset to preprocess and train on\n", + "folder = '../../../data/altitude' # replace with your data folder path\n", + "resolution = '40km'\n", + "n_clusters = 10 # number of clusters to run CFL algorithm with\n", + "train_file = folder + f'/{resolution}_data.csv'\n", + "\n", + "train_data = pd.read_csv(train_file)\n", + "Xraw = np.array(train_data[['lat', 'long']])\n", + "Yraw = np.array(train_data['generated_temp']).reshape(-1,1)\n", + "\n", + "# Standardize data\n", + "X = StandardScaler().fit_transform(Xraw)\n", + "Y = StandardScaler().fit_transform(Yraw)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "8b17c324", + "metadata": {}, + "outputs": [], + "source": [ + "# Create 3 dictionaries: one for data info, one with CDE parameters, and one with cluster parameters\n", + "\n", + "# the parameters should be passed in dictionary form\n", + "data_info = {'X_dims' : X.shape,\n", + " 'Y_dims' : Y.shape,\n", + " 'Y_type' : 'continuous' #options: 'categorical' or 'continuous'\n", + " }\n", + "\n", + "# pass in empty parameter dictionaries to use the default parameter values (not\n", + "# allowed for data_info)\n", + "CDE_params = { 'model' : 'CondExpMod',\n", + " 'model_params' : {\n", + " # model architecture\n", + " 'dense_units' : [50, data_info['Y_dims'][1]],\n", + " 'activations' : ['relu', 'linear'],\n", + " 'dropouts' : [0, 0],\n", + " # training parameters\n", + " 'batch_size' : 128,\n", + " 'n_epochs' : 2500,\n", + " 'optimizer' : 'adam',\n", + " 'opt_config' : {'lr' : 2e-4},\n", + " 'loss' : 'mean_squared_error',\n", + " 'best' : True,\n", + " 'early_stopping' : True,\n", + " # verbosity\n", + " 'verbose' : 1,\n", + " 'show_plot' : True,\n", + " }\n", + "}\n", + "\n", + "# cluster_params consists of specifying two clustering objects\n", + "# CFL automatically recognizes the names of all sklearn.cluster models as keywords\n", + "cause_cluster_params = {'model' : 'KMeans',\n", + " 'model_params' : {'n_clusters' : n_clusters},\n", + " 'verbose' : 0\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d09ccd27", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "save_path 'alt_extraction_sample_run_1' doesn't exist, creating now.\n", + "All results from this run will be saved to alt_extraction_sample_run_1/experiment0000\n", + "Block: verbose not specified in input, defaulting to 1\n", + "CondExpBase: activity_regularizers not specified in input, defaulting to None\n", + "CondExpBase: kernel_regularizers not specified in input, defaulting to None\n", + "CondExpBase: bias_regularizers not specified in input, defaulting to None\n", + "CondExpBase: kernel_initializers not specified in input, defaulting to None\n", + "CondExpBase: bias_initializers not specified in input, defaulting to None\n", + "CondExpBase: weights_path not specified in input, defaulting to None\n", + "CondExpBase: tb_path not specified in input, defaulting to None\n", + "CondExpBase: optuna_callback not specified in input, defaulting to None\n", + "CondExpBase: optuna_trial not specified in input, defaulting to None\n", + "CondExpBase: checkpoint_name not specified in input, defaulting to tmp_checkpoints\n" + ] + } + ], + "source": [ + "# block_names indicates which CDE and clustering models to use\n", + "block_names = ['CondDensityEstimator', 'CauseClusterer']\n", + "\n", + "# block_params is aligned to block_names\n", + "block_params = [CDE_params, cause_cluster_params]\n", + "\n", + "results_path = 'alt_extraction_sample_run_1' # directory to save results to\n", + "\n", + "# Create a CFL experiment with specified parameters\n", + "my_exp = Experiment(X_train=X,\n", + " Y_train=Y,\n", + " data_info=data_info,\n", + " block_names=block_names,\n", + " block_params=block_params,\n", + " results_path=results_path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "79189ff3", + "metadata": {}, + "outputs": [], + "source": [ + "# Run training (will take a bit of time for larger datasets)\n", + "results = my_exp.train()" + ] + }, + { + "cell_type": "markdown", + "id": "d9c9fcde", + "metadata": {}, + "source": [ + "### Visualizing Results" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "37c5fae7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of unique xlbls (should match n_clusters): 10\n" + ] + } + ], + "source": [ + "xlbls = results['CauseClusterer']['x_lbls']\n", + "print(f'Number of unique xlbls (should match n_clusters): {len(set(xlbls))}')" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8594f88b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Plot the clusters as a contour map\n", + "_ = reconstruct_contour(train_data, xlbls, n_clusters, title=None, grey_back=True)" + ] + }, + { + "cell_type": "markdown", + "id": "92e3af62", + "metadata": {}, + "source": [ + "### Finding Optimal Cluster Number with a Test Set" + ] + }, + { + "cell_type": "markdown", + "id": "bee33190", + "metadata": {}, + "source": [ + "Note that a prime test set resolution (in km) makes most sense to ensure no overlap with the training set." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da757cb3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Training data shape: (833, 2) (833, 1)\n", + "Test data shape: (7487, 2) (7487, 1)\n" + ] + } + ], + "source": [ + "folder = '../../../data/altitude' # replace with your data folder path\n", + "train_resolution = '40km' # replace with desired train set resolution + 'km'\n", + "test_resolution = '13km' # replace with desired test set resolution + 'km'\n", + "train_file = folder + f'/{train_resolution}_data.csv'\n", + "test_file = folder + f'/{test_resolution}_test.csv'\n", + "\n", + "train_data = pd.read_csv(train_file)\n", + "trainX, trainY = np.array(train_data[['lat', 'long']]), np.array(train_data['generated_temp']).reshape(-1,1)\n", + "trainX = StandardScaler().fit_transform(trainX)\n", + "trainY = StandardScaler().fit_transform(trainY)\n", + "\n", + "test_data = pd.read_csv(test_file)\n", + "del test_data['elevation']\n", + "testX, testY = np.array(test_data[['lat', 'long']]), np.array(test_data['generated_temp']).reshape(-1,1)\n", + "testX = StandardScaler().fit_transform(testX)\n", + "testY = StandardScaler().fit_transform(testY)\n", + "\n", + "print('Training data shape:', trainX.shape, trainY.shape)\n", + "print('Test data shape:', testX.shape, testY.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "cd7e1a67", + "metadata": {}, + "outputs": [], + "source": [ + "# Create 2 dictionaries: one for data info, one with CDE parameters, cluster parameters are to be tested\n", + "\n", + "data_info = {'X_dims' : trainX.shape,\n", + " 'Y_dims' : trainY.shape,\n", + " 'Y_type' : 'continuous' #options: 'categorical' or 'continuous'\n", + " }\n", + "\n", + "CDE_params = { 'model' : 'CondExpMod',\n", + " 'model_params' : {\n", + " # model architecture\n", + " 'dense_units' : [50, data_info['Y_dims'][1]],\n", + " 'activations' : ['relu', 'linear'],\n", + " 'dropouts' : [0, 0],\n", + " # training parameters\n", + " # smaller batch size since datasets may be smaller when testing\n", + " 'batch_size' : 64,\n", + " 'n_epochs' : 2500,\n", + " 'optimizer' : 'adam',\n", + " # smaller learning rate to compensate for smaller batch size\n", + " 'opt_config' : {'lr' : 1e-4},\n", + " 'loss' : 'mean_squared_error',\n", + " 'best' : True,\n", + " 'early_stopping' : True,\n", + " # verbosity\n", + " 'verbose' : 0, # don't log or show plot for checking clusters vs accuracy\n", + " 'show_plot' : False,\n", + " }\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9b624479", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "save_path 'optimal_clusters_testing' doesn't exist, creating now.\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0000\n", + "Block: verbose not specified in input, defaulting to 1\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 917us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 889us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 1 clusters: 3.0047974340650727\n", + "test err for 1 clusters: 3.1590867017864355\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0001\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 835us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 1ms/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 2 clusters: 1.733763901948616\n", + "test err for 2 clusters: 1.9366175628446365\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0002\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 761us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 801us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 3 clusters: 1.4683692356455773\n", + "test err for 3 clusters: 1.7022806614456645\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0003\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 818us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 838us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 5 clusters: 1.2683830916694236\n", + "test err for 5 clusters: 1.4769520246000625\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0004\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 737us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 823us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 7 clusters: 1.2466608284004432\n", + "test err for 7 clusters: 1.4297496301543373\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0005\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 796us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 835us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 10 clusters: 1.0672778356559427\n", + "test err for 10 clusters: 1.2625294832347986\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0006\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 784us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 809us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 15 clusters: 1.188494666798855\n", + "test err for 15 clusters: 1.3657529066933893\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0007\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 798us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 814us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 20 clusters: 1.1072625862136216\n", + "test err for 20 clusters: 1.2769874264303045\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0008\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 800us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 929us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 30 clusters: 1.047940692733945\n", + "test err for 30 clusters: 1.2383231533347812\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0009\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 1ms/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 1ms/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 40 clusters: 1.1308484765346505\n", + "test err for 40 clusters: 1.3343991496278786\n", + "All results from this run will be saved to optimal_clusters_testing/experiment0010\n", + "#################### Beginning CFL Experiment training. ####################\n", + "Beginning CondDensityEstimator training...\n", + "27/27 [==============================] - 0s 852us/step\n", + "CondDensityEstimator training complete.\n", + "Beginning CauseClusterer training...\n", + "CauseClusterer training complete.\n", + "Experiment training complete.\n", + "Beginning Experiment prediction.\n", + "Beginning CondDensityEstimator prediction...\n", + "234/234 [==============================] - 0s 830us/step\n", + "CondDensityEstimator prediction complete.\n", + "Beginning CauseClusterer prediction...\n", + "CauseClusterer prediction complete.\n", + "Prediction complete.\n", + "train err for 50 clusters: 1.05866007154159\n", + "test err for 50 clusters: 1.2866525381808749\n" + ] + } + ], + "source": [ + "n_clusters = [1, 2, 3, 5, 7, 10, 15, 20, 30, 40, 50] # number of clusters to run CFL algorithm with\n", + "train_errs = []\n", + "test_errs = []\n", + "\n", + "# for each number of clusters, run the experiment, predict on the test set, and calculate error\n", + "# this will take a while, especially for larger datasets\n", + "for n in n_clusters:\n", + " cause_cluster_params = {'model' : 'KMeans',\n", + " 'model_params' : {'n_clusters' : n},\n", + " 'verbose' : 0\n", + " }\n", + "\n", + " block_names = ['CondDensityEstimator', 'CauseClusterer']\n", + " block_params = [CDE_params, cause_cluster_params]\n", + " results_path = 'alt_extraction_optim_clusters_runs' # directory to save results to\n", + "\n", + " my_exp = Experiment(X_train=trainX,\n", + " Y_train=trainY,\n", + " data_info=data_info,\n", + " block_names=block_names,\n", + " block_params=block_params,\n", + " results_path=results_path)\n", + " results = my_exp.train()\n", + " xlbls = results['CauseClusterer']['x_lbls']\n", + " train_errs.append(by_point_err(train_data, xlbls, train_data, xlbls))\n", + "\n", + " my_exp.add_dataset(X=testX, Y=testY, dataset_name='test_data')\n", + " pred_results = my_exp.predict('test_data')\n", + " pred_xlbls = pred_results['CauseClusterer']['x_lbls']\n", + " test_errs.append(by_point_err(train_data, xlbls, test_data, pred_xlbls))\n", + "\n", + " print(f'train err for {n} clusters: {train_errs[-1]}')\n", + " print(f'test err for {n} clusters: {test_errs[-1]}')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "185ac526", + "metadata": {}, + "outputs": [], + "source": [ + "# Visualize n_clusters vs train/test errors\n", + "plt.figure(0)\n", + "plt.plot(n_clusters, train_errs, label='Train')\n", + "plt.plot(n_clusters, test_errs, label='Test')\n", + "plt.xlabel('Number of clusters')\n", + "plt.ylabel('Mean squared error by cluster')\n", + "plt.legend()\n", + "_ = plt.title(f'Mean squared error by cluster vs number of clusters - {train_resolution} training set')" + ] + }, + { + "cell_type": "markdown", + "id": "5c0a76dd", + "metadata": {}, + "source": [ + "NOTE: This section on finding optimal cluster number with a test set can be ran with multiple training sets. The test errors can then be saved and plotted to visualize the shift in optimal cluster number as resolution changes. " + ] + } + ], + "metadata": { + "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": "3.11.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}