diff --git a/ml4h/explorations.py b/ml4h/explorations.py
index e14194f24..2d0800f1c 100644
--- a/ml4h/explorations.py
+++ b/ml4h/explorations.py
@@ -8,6 +8,7 @@
import logging
import operator
import datetime
+from scipy import stats
from functools import reduce
from itertools import combinations
from collections import defaultdict, Counter, OrderedDict
@@ -20,8 +21,10 @@
from sklearn.decomposition import PCA
from tensorflow.keras.models import Model
+
import matplotlib
matplotlib.use('Agg') # Need this to write images from the GSA servers. Order matters:
+import matplotlib.cm as cm
import matplotlib.pyplot as plt # First import matplotlib, then use Agg, then import plt
from ml4h.models.legacy_models import legacy_multimodal_multitask_model
@@ -33,10 +36,242 @@
from ml4h.defines import JOIN_CHAR, MRI_SEGMENTED_CHANNEL_MAP, CODING_VALUES_MISSING, CODING_VALUES_LESS_THAN_ONE
from ml4h.defines import TENSOR_EXT, IMAGE_EXT, ECG_CHAR_2_IDX, ECG_IDX_2_CHAR, PARTNERS_CHAR_2_IDX, PARTNERS_IDX_2_CHAR, PARTNERS_READ_TEXT
+from sklearn.pipeline import make_pipeline
+from sklearn.preprocessing import StandardScaler
+from sklearn.linear_model import LogisticRegression, LinearRegression, ElasticNet, Ridge, Lasso
+
CSV_EXT = '.tsv'
+def stratify_and_project_latent_space(stratify_column: str,stratify_thresh: float,stratify_std: float,latent_cols: List[str],
+ latent_df: pd.DataFrame,
+ normalize: bool = False,
+ train_ratio: int = 1.0):
+ """
+ Stratify data and project it to new latent space.
+ Args:
+ stratify_column (str): Name of the column used for stratification.
+ stratify_thresh (float): Threshold value for stratification.
+ stratify_std (float): Standard deviation value for stratification.
+ latent_cols (List[str]): List of column names for the latent space.
+ latent_df (pd.DataFrame): DataFrame containing the latent space data.
+ normalize (bool): Flag indicating whether to normalize the data. Default is False.
+ train_ratio (int): Ratio of training data to be used. Default is 1.0.
+
+ Returns:
+ Dict[str, Tuple[float,float,float]]
+ """
+ if train_ratio == 1.0:
+ train = latent_df
+ test = latent_df
+ else:
+ train = latent_df.sample(frac=train_ratio)
+ test = latent_df.drop(train.index)
+ hit = train.loc[train[stratify_column] >= stratify_thresh+(1*stratify_std)]
+ miss = train.loc[train[stratify_column] < stratify_thresh-(1*stratify_std)]
+ hit_np = hit[latent_cols].to_numpy()
+ miss_np = miss[latent_cols].to_numpy()
+ miss_mean_vector = np.mean(miss_np, axis=0)
+ hit_mean_vector = np.mean(hit_np, axis=0)
+ angle = angle_between(miss_mean_vector, hit_mean_vector)
+
+ hit_test = test.loc[test[stratify_column] >= stratify_thresh+(1*stratify_std)]
+ miss_test = test.loc[test[stratify_column] < stratify_thresh-(1*stratify_std)]
+
+ if normalize:
+ phenotype_vector = unit_vector(hit_mean_vector-miss_mean_vector)
+ hit_dots = [np.dot(phenotype_vector, unit_vector(v)) for v in hit_test[latent_cols].to_numpy()]
+ miss_dots = [np.dot(phenotype_vector, unit_vector(v)) for v in miss_test[latent_cols].to_numpy()]
+ else:
+ phenotype_vector = hit_mean_vector-miss_mean_vector
+ hit_dots = [np.dot(phenotype_vector, v) for v in hit_test[latent_cols].to_numpy()]
+ miss_dots = [np.dot(phenotype_vector, v) for v in miss_test[latent_cols].to_numpy()]
+ t2, p2 = stats.ttest_ind(hit_dots, miss_dots, equal_var = False)
+
+ return {f'{stratify_column}': (t2, p2, len(hit)) }
+
+
+
+def plot_nested_dictionary(all_scores: DefaultDict[str, DefaultDict[str, Tuple[float,float,float]]]) -> None:
+ """
+ Function to create a plot displaying T-statistics v/s Negative Log P-Value for each covariate.
+ Args:
+ all_scores (DefaultDict[str, DefaultDict[str, Tuple[float, float, float]]]): Nested dictionary containing the scores.
+ Returns:
+ None
+ """
+ n = 4
+ eps = 1e-300
+ for model in all_scores:
+ n = max(n, len(all_scores[model]))
+ cols = max(2, int(math.ceil(math.sqrt(n))))
+ rows = max(2, int(math.ceil(n / cols)))
+ fig, axes = plt.subplots(rows, cols, figsize=(cols * 4, rows * 3), sharex=True, dpi=300)
+ renest = defaultdict(dict)
+ errors = defaultdict(dict)
+ lens = {}
+ max_tstat = 0
+ max_pval = 0
+ for model in all_scores:
+ for metric in all_scores[model]:
+ renest[metric][model] = all_scores[model][metric][0]
+ errors[metric][model] = all_scores[model][metric][1]
+ lens[metric] = all_scores[model][metric][2]
+ max_tstat = max(abs(all_scores[model][metric][0]), max_tstat)
+ max_pval = max(-np.log10(all_scores[model][metric][1]+eps), max_pval)
+ for metric, ax in zip(renest, axes.ravel()):
+
+ models = [k for k,v in sorted(renest[metric].items(), key=lambda x: x[0].lower())]
+ tstats = [abs(v) for k,v in sorted(renest[metric].items(), key=lambda x: x[0].lower())]
+ pvalues = [-np.log10(v) if v > 1e-4800 else 500 for k,v in sorted(errors[metric].items(), key=lambda x: x[0].lower())]
+ y_pos = np.arange(len(models))
+ x = np.linspace(0, 1, int(max_pval))
+ plt.imshow(x[:, np.newaxis], cmap=cm.jet)
+ cb = plt.colorbar(ax=ax, ticks=[0, 1.0])
+ cb.set_label('Negative Log P-Value')
+ cb.ax.set_yticklabels(['0', f'{max_pval:0.0f}'])
+ ax.barh(y_pos, tstats, color=[cm.jet(p/max_pval) for p in pvalues], align='center')
+ ax.set_yticks(y_pos)
+ ax.set_yticklabels(models)
+ ax.invert_yaxis() # labels read top-to-bottom
+ ax.set_xlabel('T–Statistic')
+ ax.xaxis.set_tick_params(which='both', labelbottom=True)
+ ax.set_title(f'{metric}\n n={lens[metric]}')
+
+ plt.tight_layout()
+
+
+
+def angle_between(v1: np.ndarray, v2 : np.ndarray):
+ """ Returns the angle in radians between vectors 'v1' and 'v2'::
+ angle_between((1, 0, 0), (0, 1, 0))
+ 90
+ angle_between((1, 0, 0), (1, 0, 0))
+ 0.0
+ angle_between((1, 0, 0), (-1, 0, 0))
+ 180
+ """
+ v1_u = unit_vector(v1)
+ v2_u = unit_vector(v2)
+ return np.arccos(np.clip(np.dot(v1_u, v2_u), -1.0, 1.0)) * 180 / 3.141592
+
+
+def unit_vector(vector : np.ndarray):
+ """ Returns the unit vector of the vector. """
+ return vector / np.linalg.norm(vector)
+
+
+def latent_space_dataframe(infer_hidden_tsv: str, explore_csv: str):
+ """
+ Read raw data from a CSV file and generate a representation of the data in a latent space.
+
+ Args:
+ infer_hidden_tsv (str): Path to the TSV file containing the inferred hidden representations.
+ explore_csv (str): Path to the CSV file containing the data to be explored.
+
+ Returns:
+ pandas.DataFrame: Dataframe representing the data in the latent space.
+
+ """
+ df = pd.read_csv(explore_csv)
+ df['sample_id'] = pd.to_numeric(df['fpath'], errors='coerce')
+ df2 = pd.read_csv(infer_hidden_tsv, sep='\t', engine='python')
+ df2['sample_id'] = pd.to_numeric(df2['sample_id'], errors='coerce')
+ latent_df = pd.merge(df, df2, on='sample_id', how='inner')
+ return latent_df
+
+
+def confounder_vector(labels: pd.Series, space: np.ndarray):
+ """
+ Compute the confounder vector based on labels and latent space.
+
+ Args:
+ labels (numpy.ndarray or list): The labels representing the dependent variable.
+ space (numpy.ndarray or list): The latent space representing the independent variable.
+
+ Returns:
+ cv and r2
+
+ """
+ clf = make_pipeline(StandardScaler(with_mean=True), Ridge(solver='lsqr'))
+ clf.fit(space, labels)
+ train_score = clf.score(space, labels)
+ return clf[-1].coef_/clf[0].scale_, train_score
+
+
+def confounder_matrix(adjust_cols: List[str], df: pd.DataFrame, space: np.ndarray):
+ """
+ Compute the confounder matrix based on specified columns, a dataframe, and a latent space.
+
+ Args:
+ adjust_cols (list): List of column names to adjust for as confounders.
+ df (pandas.DataFrame): The dataframe containing the data.
+ space (numpy.ndarray): The latent space representing the independent variable.
+
+ Returns:
+ computed confounder matrix and scores.
+
+ """
+ vectors = []
+ scores = {}
+ for col in adjust_cols:
+ cv, r2 = confounder_vector(df[col], space)
+ scores[col] = r2
+ vectors.append(cv)
+ return np.array(vectors), scores
+
+def iterative_subspace_removal(adjust_cols: List[str], latent_df: pd.DataFrame, latent_cols: List[str],
+ r2_thresh: float = 0.01, fit_pca: bool = False):
+ """
+ Perform iterative subspace removal based on specified columns, a latent dataframe,
+ and other parameters to remove confounder variables.
+
+ Args:
+ adjust_cols (List[str]): List of column names to adjust for as confounders.
+ latent_df (pd.DataFrame): The dataframe containing the latent data.
+ latent_cols (List[str]): List of column names representing the latent variables.
+ r2_thresh (float, optional): The threshold for the coefficient of determination (R-squared).
+ Default is 0.01.
+ fit_pca (bool, optional): Whether to fit Principal Component Analysis (PCA) on the latent data.
+ Default is False.
+
+ Returns:
+ pd.DataFrame: The latent dataframe after performing iterative subspace removal.
+ List: List of new columns
+
+ """
+ new_cols = latent_cols
+ new_adjust_cols = adjust_cols
+ space = latent_df[latent_cols].to_numpy()
+
+ if fit_pca:
+ pca = PCA()
+ pca.fit(space)
+ space = pca.transform(space)
+
+ iteration = 0
+ while len(new_adjust_cols) > 0 and space.shape[-1] > len(new_adjust_cols):
+ cfm, scores = confounder_matrix(new_adjust_cols, latent_df, space)
+ u, s, vt = np.linalg.svd(cfm, full_matrices=True)
+ nspace = np.matmul(space, vt[:, len(new_adjust_cols):])
+ new_cols=[f'new_latent_{iteration}_{i}' for i in range(nspace.shape[-1])]
+ df2 = pd.DataFrame(nspace, columns=new_cols, index=latent_df.index)
+ latent_df = pd.concat([latent_df, df2], axis=1)
+
+ iteration += 1
+ space = nspace
+
+ new_adjust_cols = [col for col, score in scores.items() if score > r2_thresh]
+ keep_cols = new_cols + [c for c in latent_df.columns if 'latent' not in c]
+ latent_df = latent_df[keep_cols]
+ r_scores= {k:round(v,4) for k,v in scores.items()}
+ print(f'Scores were {r_scores}, remaining columns are {new_adjust_cols}')
+ print(f'After iteration {iteration} Space shape is: {space.shape}')
+ return new_cols, latent_df
+
+
+
def predictions_to_pngs(
predictions: np.ndarray, tensor_maps_in: List[TensorMap], tensor_maps_out: List[TensorMap], data: Dict[str, np.ndarray],
labels: Dict[str, np.ndarray], paths: List[str], folder: str,
diff --git a/notebooks/latent_space_bias_detection.ipynb b/notebooks/latent_space_bias_detection.ipynb
new file mode 100644
index 000000000..ef4bf5a22
--- /dev/null
+++ b/notebooks/latent_space_bias_detection.ipynb
@@ -0,0 +1,944 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "f22cd600",
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [],
+ "source": [
+ "%load_ext autoreload\n",
+ "%autoreload 2"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "d5374fcd",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Requirement already satisfied: nbformat in /usr/local/lib/python3.8/dist-packages (5.8.0)\n",
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+ "\u001b[0m"
+ ]
+ }
+ ],
+ "source": [
+ "# !pip install --upgrade nbformat\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "id": "88039de4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%matplotlib inline\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "bd1c98ea",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
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+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Collecting mdit-py-plugins (from panel>=0.13.1->holoviews->umap-learn[plot])\n",
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+ " Downloading mdurl-0.1.2-py3-none-any.whl (10.0 kB)\n",
+ "Building wheels for collected packages: datashape\n",
+ " Building wheel for datashape (setup.py) ... \u001b[?25ldone\n",
+ "\u001b[?25h Created wheel for datashape: filename=datashape-0.5.2-py3-none-any.whl size=59421 sha256=6f67ef4aa51a3906c42cb3a17289eae2991cc0992e1a8f14e811687189db71e5\n",
+ " Stored in directory: /root/.cache/pip/wheels/6d/79/c4/c425774559165f472d32e5ef592ff9a71179abb31f05dbc98b\n",
+ "Successfully built datashape\n",
+ "Installing collected packages: uc-micro-py, param, multipledispatch, mdurl, locket, importlib-metadata, fsspec, pyviz-comms, pyct, partd, markdown-it-py, linkify-it-py, datashape, xarray, mdit-py-plugins, dask, colorcet, bokeh, panel, datashader, holoviews\n",
+ " Attempting uninstall: importlib-metadata\n",
+ " Found existing installation: importlib-metadata 4.11.4\n",
+ " Uninstalling importlib-metadata-4.11.4:\n",
+ " Successfully uninstalled importlib-metadata-4.11.4\n",
+ " Attempting uninstall: bokeh\n",
+ " Found existing installation: bokeh 3.1.0\n",
+ " Uninstalling bokeh-3.1.0:\n",
+ " Successfully uninstalled bokeh-3.1.0\n",
+ "Successfully installed bokeh-3.1.1 colorcet-3.0.1 dask-2023.5.0 datashader-0.15.0 datashape-0.5.2 fsspec-2023.5.0 holoviews-1.16.0 importlib-metadata-6.6.0 linkify-it-py-2.0.2 locket-1.0.0 markdown-it-py-2.2.0 mdit-py-plugins-0.3.5 mdurl-0.1.2 multipledispatch-0.6.0 panel-1.0.4 param-1.13.0 partd-1.4.0 pyct-0.5.0 pyviz-comms-2.3.0 uc-micro-py-1.0.2 xarray-2023.1.0\n",
+ "\u001b[33mWARNING: Running pip as the 'root' user can result in broken permissions and conflicting behaviour with the system package manager. It is recommended to use a virtual environment instead: https://pip.pypa.io/warnings/venv\u001b[0m\u001b[33m\n",
+ "\u001b[0m"
+ ]
+ }
+ ],
+ "source": [
+ "!pip install umap-learn[plot]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "id": "9669b72e",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import os\n",
+ "os.environ[\"CUDA_VISIBLE_DEVICES\"] = \"\"\n",
+ "import umap.plot\n",
+ "import umap.umap_ as umap\n",
+ "from collections import defaultdict\n",
+ "import matplotlib.pyplot as plt\n",
+ "from ml4h.explorations import latent_space_dataframe,stratify_and_project_latent_space,plot_nested_dictionary,iterative_subspace_removal"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "edfbf94c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#code to copy files from google cloud\n",
+ "# !gsutil cp gs://fc-e5ea247f-18af-45e4-825a-71f0537e3cb7/hidden_ecg_rest_median_raw_10_dropout_pair_contrastive_lax_4ch_cycle_ecg_median_10_pretrained_256d_v2020_06_07.tsv latent_file.tsv\n",
+ " \n",
+ "\n",
+ "# !gsutil cp gs://fc-e5ea247f-18af-45e4-825a-71f0537e3cb7/tensors_all_union.csv tensors_all_union.csv\n",
+ " \n",
+ "# !gsutil cp gs://fc-e5ea247f-18af-45e4-825a-71f0537e3cb7/hidden_lax_4ch_heart_center_dropout_pair_contrastive_lax_4ch_cycle_ecg_median_10_pretrained_256d_v2020_06_07.tsv latent_file_for_comparison.tsv"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "6b50400a",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Loading file path from local dir, gsutil cp was not working but you can try gsutil\n",
+ "ml4h_dir = os.path.dirname(os.getcwd())\n",
+ "latent_file = os.path.join(ml4h_dir,\"latent_data_test/latent_file.tsv\")\n",
+ "latent_file_for_comparison = os.path.join(ml4h_dir,\"latent_data_test/latent_file_for_comparison.tsv\")\n",
+ "label_file = os.path.join(ml4h_dir,\"latent_data_test/tensors_all_union.csv\") "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "3a369653",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# defining categorical and continuous covariates variables\n",
+ "categorical_covariates = ['Sex_Male_0_0',\n",
+ " 'atrial_fibrillation_or_flutter',\n",
+ " 'coronary_artery_disease',\n",
+ " 'diabetes_type_2',\n",
+ " 'hypercholesterolemia',\n",
+ " 'hypertension',\n",
+ " 'Sinus_bradycardia',\n",
+ " 'Marked_sinus_bradycardia',\n",
+ " 'Other_sinus_rhythm']\n",
+ "\n",
+ "continuous_covariates = ['age', 'bmi', 'RRInterval', 'QTInterval', 'LVM', 'RVEDV', 'PC1', 'PC2', 'PC3']\n",
+ "\n",
+ "all_scores = defaultdict(dict)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "5b90855f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['age', 'bmi', 'RRInterval', 'QTInterval', 'LVM', 'RVEDV', 'PC1', 'PC2', 'PC3']"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "continuous_covariates"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "c0136ab8",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#renaming columns of latent file\n",
+ "col_rename = {f'22009_Genetic-principal-components_0_{i}': f'PC{i}' for i in range(1,41)}\n",
+ "col_rename['Genetic-sex_Male_0_0'] = 'sex'\n",
+ "col_rename['21003_Age-when-attended-assessment-centre_2_0'] = 'age'\n",
+ "col_rename['21001_Body-mass-index-BMI_2_0'] = 'bmi'"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "dcb8b975",
+ "metadata": {},
+ "source": [
+ "# ECG Inferences from contrasive paired model"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "id": "5f12c555",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "4 1.236000 -0.165032 -2.820240 ... 0.368554 0.684087 -0.157703 \n",
+ "\n",
+ " latent_249 latent_250 latent_251 latent_252 latent_253 latent_254 \\\n",
+ "0 -0.141661 -0.005667 -0.119862 -0.850965 -0.756585 -0.147475 \n",
+ "1 -0.140083 -0.004279 0.092604 0.947224 0.245169 -0.145886 \n",
+ "2 -0.191949 -0.049913 0.289472 -0.622445 0.984579 -0.198128 \n",
+ "3 -0.127572 0.006729 -0.030844 0.685641 0.009245 -0.133284 \n",
+ "4 -0.148348 -0.011551 -0.086389 -0.356414 -0.425291 -0.154212 \n",
+ "\n",
+ " latent_255 \n",
+ "0 -0.007641 \n",
+ "1 -0.006162 \n",
+ "2 -0.054796 \n",
+ "3 0.005570 \n",
+ "4 -0.013912 \n",
+ "\n",
+ "[5 rows x 401 columns]"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "latent_df = latent_space_dataframe(latent_file, label_file)\n",
+ "latent_df = latent_df.rename(columns=col_rename)\n",
+ "latent_df.head(5)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "id": "90900f1e",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "defaultdict(dict,\n",
+ " {'DropFuse ECG': {'Sex_Male_0_0': (246.3248734259481, 0.0, 19109),\n",
+ " 'atrial_fibrillation_or_flutter': (27.56523383457332,\n",
+ " 4.027403468739663e-135,\n",
+ " 1401),\n",
+ " 'coronary_artery_disease': (31.267748705156492,\n",
+ " 1.2919445953133211e-165,\n",
+ " 1384),\n",
+ " 'diabetes_type_2': (38.70931898791368,\n",
+ " 8.041922372769419e-241,\n",
+ " 1670),\n",
+ " 'hypercholesterolemia': (46.87947117180172, 0.0, 8661),\n",
+ " 'hypertension': (66.54679094405562, 0.0, 12171),\n",
+ " 'Sinus_bradycardia': (110.43796999487327, 0.0, 13865),\n",
+ " 'Marked_sinus_bradycardia': (116.86075643835986, 0.0, 3773),\n",
+ " 'Other_sinus_rhythm': (37.268778812797585,\n",
+ " 5.219791266375579e-249,\n",
+ " 2627),\n",
+ " 'age': (53.88417825814016, 0.0, 19960),\n",
+ " 'bmi': (119.5071468018633, 0.0, 19004),\n",
+ " 'RRInterval': (184.90648347027394, 0.0, 19929),\n",
+ " 'QTInterval': (151.56212272836618, 0.0, 20216),\n",
+ " 'LVM': (57.168796165175316, 0.0, 2365),\n",
+ " 'RVEDV': (49.283028324861654, 0.0, 2374),\n",
+ " 'PC1': (5.398799057429932, 6.748343041395979e-08, 19310),\n",
+ " 'PC2': (3.0741597957629203, 0.002112435258112625, 19310),\n",
+ " 'PC3': (4.126043596052065, 3.6983019214802324e-05, 19310)},\n",
+ " 'DropFuse MRI': {'Sex_Male_0_0': (314.1889952374107, 0.0, 21500),\n",
+ " 'atrial_fibrillation_or_flutter': (34.67622522343131,\n",
+ " 1.336338517130396e-200,\n",
+ " 1653),\n",
+ " 'coronary_artery_disease': (38.580912905605665,\n",
+ " 3.5502660040133915e-235,\n",
+ " 1582),\n",
+ " 'diabetes_type_2': (49.09555194167849, 0.0, 1892),\n",
+ " 'hypercholesterolemia': (56.115853027208516, 0.0, 9693),\n",
+ " 'hypertension': (79.24068381731446, 0.0, 13722),\n",
+ " 'Sinus_bradycardia': (83.01552104534065, 0.0, 13547),\n",
+ " 'Marked_sinus_bradycardia': (107.41390538053606, 0.0, 3696),\n",
+ " 'Other_sinus_rhythm': (33.6139663256045,\n",
+ " 3.3205591822389315e-209,\n",
+ " 2583),\n",
+ " 'age': (75.45334835388535, 0.0, 22670),\n",
+ " 'bmi': (150.10701498283925, 0.0, 21440),\n",
+ " 'RRInterval': (143.55353350873852, 0.0, 19478),\n",
+ " 'QTInterval': (98.56800757987833, 0.0, 19757),\n",
+ " 'LVM': (73.94798384380576, 0.0, 2429),\n",
+ " 'RVEDV': (67.19825554200247, 0.0, 2403),\n",
+ " 'PC1': (4.722189238951565, 2.3404447963329567e-06, 21797),\n",
+ " 'PC2': (3.7550203148062207, 0.00017355258137169302, 21795),\n",
+ " 'PC3': (4.846342908727709, 1.2618996177763187e-06, 21795)}})"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "latent_dimension = 256\n",
+ "latent_cols = [f'latent_{i}' for i in range(latent_dimension)]\n",
+ "for c in categorical_covariates:\n",
+ " all_scores['DropFuse ECG'].update(stratify_and_project_latent_space(c, 1, 0, latent_cols, latent_df))\n",
+ "for c in continuous_covariates:\n",
+ " all_scores['DropFuse ECG'].update(stratify_and_project_latent_space(c, latent_df[c].median(), \n",
+ " 0, latent_cols, latent_df))\n",
+ "all_scores "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "id": "23d21645",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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58+bF9773vWrRK5VKxXnnnRfnnntutG3bts5zu3TpEscff3wcf/zxMWbMmDjnnHPimWeeqXfMZcuWxZFHHlkjep188slx6aWXxgYbbLDG87fddtvYdttt4/TTT48333wzhg4dGk888US94wIAABS63/72t3HzzTfHrFmzIpVKxeeffx59+/aNAQMGxE9/+tPYe++9o6KiZiJasWJFvPzyy3H77bfH3XffHZWVlZFKpSKdTkeXLl3it7/9bQLfJne0qfyiTRUebao6bQoAAChV2tTa0abyizZVeLSp6rQpAACgVGlTa0ebyi/aVOHRpqrTpgAAgFKlTa0dbSq/aFOFR5uqTpsCAABKVSm3qbKkJ9BU66yzTpx88snx7rvvxmmnnVbts8WLF8dRRx0VU6dOTWh2UJxOPPHEGD9+fGa7oqIi7rjjjrj00kvXGL1W16dPn3j66afjr3/9a7Ro0WKNx55xxhnx5ptvZrZTqVRcd911ceONN9YbvVa32267xeOPPx6PPPJIrLvuuo06FwAAGqMqyqMyB6+qKE/6q5LH2rVrF/fff3+0atUqIr66n6qsrIy77rorDjzwwGjXrl306dMnDjrooPje974XBx10UOy0007Rvn37OPDAA+POO++sFr1at24d999/f6Pu/4qZNgW5p00BAEDDaFPkA20qu7QpyD1tCgAAGkabIh9oU9mlTUHuaVMAANAw2hT5QJvKLm0Kck+bAgCAhtGmyAel3KZqPj6+QFVUVMS1114bm266aZx++umZ/TNnzoyzzjor7rrrrgRnB8XjX//6Vzz44IPV9l166aXxk5/8ZK2vOWTIkNhhhx3q/IfmqFGj4s9//nO1fWeccUaceuqpaz1mRMR3v/vdGD16dIwdO7ZJ1wEAAMh3++23XzzwwAPxk5/8JObOnRupVCoiItLpdCxbtizefffdzL6V+1dKpVKZ6NWpU6e46667Yp999sn5d8h32hTkhjYFAABQeLSp7NOmIDe0KQAAgMKjTWWfNgW5oU0BAAAUHm0q+7QpyA1tCgAAoPCUapsqmgetr3TaaafFSy+9FA899FBm3z333BMXXHBBbLPNNmt93c8++yzefffdmDJlSsydOzfWX3/9OOaYY6Jjx451nlNVVRVvvPFGjB07NmbMmBGVlZXRpUuX2GyzzWLPPfesd0W1xpo/f3689NJLMXbs2Fi4cGFssMEGsfnmm8e+++7b7GMVkuXLl8d7770X77//fnzxxRexcOHCaNWqVbRv3z569OgRW2+9dWyxxRZNGuM///lPvPPOOzFz5syYN29erLvuutGtW7fYe++9i24FuyuvvLLa9m677RZnnnlmk6+79957N3jMbbbZJi655JImjxkR0b179+jevXuzXAsAAFa3IspiRQ5W/1sRZVkfg8J32GGHxbvvvhs///nP44knnsjErVWD10qrhrF0Oh2pVCoOP/zwuOGGG2LjjTfO6bwLjTalTa1Om2pe2hQAADScNkU+0aZyQ5vSplanTTUvbQoAABpOmyKfaFO5oU1pU6vTppqXNgUAAA2nTZFPtKnc0Ka0qdVpU81LmwIAgIbTpsgnpdimiu5B6xERV199dTzyyCNRVVUVEV/9Jd14441x7bXX1nr8hAkTYrPNNstsDxo0KG6//faIiLjrrrvi+uuvjzfeeKPGed/85jejT58+NfbPmDEjLr744rj33nvjiy++qHXM9u3bxxFHHBEXX3xx9OjRo0Hfa+jQoXHRRRdltp9//vno169fzJw5M84///wYNmxYLF26tMZ56667bvzsZz+L3/3ud9G6desGjZUNgwcPjjvuuCOzPX78+OjZs2eDzh05cmTsv//+me0LL7wwhg4dusZzpk2bFpdeemncc889MWfOnDUeu/7668cBBxwQxx9/fBxyyCENmtOCBQvimmuuiTvuuCPGjx9f6zHl5eWxzz77xMUXX1wwqy+syeuvvx6vvPJKtX0XXHBBlJdn77/IJ06cWGNFwzPOOCPR/ywDAAAUqk022SQeffTR+OSTT+KWW26JF154IcaMGRPLli2rcWzLli1jp512iv322y9OOOGE2GqrrRKYcWHSpqrTprSp5qJNAQAAFDZtKje0qeq0KW2quWhTAAAAhU2byg1tqjptSptqLtoUAABAYdOmckObqk6b0qaaizYFAABQ2EqtTRXlg9Y333zzOPzww+ORRx7J7Hv44YfrDF+1Wbp0aQwYMCD++c9/Nmrs+++/P0488cSYP3/+Go+bP39+DBs2LO6777645ppr4he/+EWjxlnpvffei0MOOSSmTp1a5zGzZ8+Oyy67LIYPHx5PP/10g2NTIXv22WfjqKOOinnz5jXo+FmzZsX9998fkydPblD4euyxx+KEE06IGTNmrPG4ysrKGDlyZOy7775x8sknx1/+8peoqCjcn93qv4eNN944+vfvn9UxH3vssaisrMxst2vXLo499tisjgkAAM2lKsqjMge33lU5WMWQ4rL11lvHFVdcERERy5Yti2nTpsWcOXNiwYIF0a5du+jcuXNstNFG0aJFi4RnWpi0qeq0qfppUw2jTQEAQONoU+QrbSq7tKnqtKn6aVMNo00BAEDjaFPkK20qu7Sp6rSp+mlTDaNNAQBA42hT5CttKru0qeq0qfppUw2jTQEAQONoU+SrUmlThXsHXo8f/OAH1cLX+PHjY+LEiQ1ezW/w4MHVbvLbt28f3bt3j5YtW8akSZNi1qxZNc65+eabY8iQIZmVDVdq165d9OjRI1q0aBETJkyIuXPnZj5bunRp/PKXv4wvvvgifve73zXqO06fPj1+/OMfV4tem2yySXTt2jVmz54dEyZMqDaXTz75JA444IB4+eWXo1u3bo0aq5B88MEHcfjhh9dYbbFVq1bRs2fP6NixY1RWVsa8efNi4sSJsXz58kZd/6abbopTTjmlWoyJiGjTpk306NEj2rdvH7Nnz45x48ZV+/O/6aabYvr06fHQQw9FKpVa+y+YoJdeeqna9mGHHZbV1QVrG3PfffeNdu3aZXVMAACAUtKyZcvo3r17dO/ePempFBVtSpvSppqfNgUAAFB8tKns0Ka0KW2q+WlTAAAAxUebyg5tSpvSppqfNgUAAFB8tKns0Ka0KW2q+WlTAAAAxaeY21RZ0hPIlm9+85s19o0ePbpB5z711FNx7733RkTErrvuGk8//XTMnj073n///Rg1alTMnDkzXn311dh4440z54waNSp+8YtfVAsd3bt3j/vvvz9mzZoV77//fowePTpmzZoVTz31VPTq1avamBdeeGE8+eSTjfqO55xzTkyZMiUiIo455pj46KOPYtKkSfHmm2/GZ599FpMmTYqzzjqrWpgYP358nHDCCY0ap9CcffbZ1aJXnz594rHHHosvv/wyPv7443j99dfjrbfeirFjx8bChQtj1KhR8fvf/z6+8Y1v1Hvt5557Ln7+859Xi16HH354jBw5MubNmxcffvhhvP766zF27NiYOXNmXHHFFdG+ffvMsY888khceeWVzfuFc2Tx4sXx9ttvV9u36667Zn3c1cNXLsYEAACgds8991yUl5dHeXl5VFQU7fp9zUKb0qZW0qaahzYFAACANtVw2pQ2tZI21Ty0KQAAALSphtOmtKmVtKnmoU0BAACgTTWcNqVNraRNNQ9tCgAAgEJrU/k/w7W09dZbR7t27WLBggWZfePGjWvQudOnT4+IiKOOOiruueeeWv8i+/btm3mfTqdj8ODB1Vaq6927d4wcOTI6depU7bzy8vI45JBDol+/ftG/f/8YMWJE5rMTTjghPvvss1hnnXUaNM+JEydGRMSll14a559/fo3Pu3XrFldeeWX07ds3jj766Eyseeqpp+KBBx6Io446qkHjRER8+OGH8X//938NPr5Xr16x0UYbNfj45jJv3rx45plnMtvbbrtt/Pvf/67zz7RFixax0047xU477RTnnXdefPzxx3Vee+7cuXHcccdl4mZZWVncfPPNcfzxx9d6/Lrrrhtnn312fOc734l+/frFzJkzIyLid7/7XQwaNCi6du26tl+zQV555ZX49NNPG31e9+7dY+utt66xf9y4cbFs2bJq+3baaae1nl9DLFy4MBN3V+rdu3dWx2yqGTNmZP6uG2pt/p4AACgMlVEelZHdVblXjgO5kk6nk55CQdCmtKkIbUqbyj1tCgCAVWlTFCNtqmG0KW0qQpvSpnJPmwIAYFXaFMVIm2oYbUqbitCmtKnc06YAAFiVNkUx0qYaRpvSpiK0KW0q97QpAABWpU1RjAqpTRXtg9ZTqVSst9561cLX1KlTG3z+5ptvHnfccUeDnpb/7LPPxnvvvZfZbtOmTfzrX/+qEb1W1apVq/jnP/8Z2267bUybNi0zv3vuuadRKwB+5zvfqTV6reoHP/hBnHXWWXH55Zdn9l133XWNCl9XXXVVXHXVVQ0+/rbbbovBgwc3+PjmMn78+FixYkVme/DgwQ0OiRFfhbK6/O1vf8v8XUVE/P73v68zeq1q++23j9tvvz0OO+ywiIhYtmxZ/PnPf45LL720wfNaG8cdd9xanfeb3/wm/vjHP9bYP3v27Br7unTpslZjNFRtY26wwQZZHbOpbrjhhrjooouSngYAAAAJ06a+pk1pU42hTTWNNgUAAECENrUqbUqbagxtqmm0KQAAACK0qVVpU9pUY2hTTaNNAQAAEKFNrUqb0qYaQ5tqGm0KAAAgfxTtg9YjIjp16pRZhS8iqkWw+px33nkNDiZ///vfq22fdtpp0b1793rP69ixYwwdOjSGDBmS2XfTTTc1KnxdccUVDTru/PPPjxtuuCG+/PLLiIh49dVX46OPPortttuuwWMVgsWLF1fbbtGiRbNct7KyMq6//vrMdvfu3eOMM85o8Pn9+/ePnXbaKUaPHh0REcOHD896+GputUWoNcXdbI3ZsWPHBp8/duzYav8MWJNddtklOnfu3OBrAwBAQ1RFWU5W/6uKsqyPATSeNvU1bapptCltCgAA1oY2BaVNm/qaNtU02pQ2BQAAa0ObgtKmTX1Nm2oabUqbAgCAtaFNQWnTpr6mTTWNNqVNAQDA2tCmIFlF/aD1du3aVdtetmxZg84rLy+Po48+usHjvPjii9W2f/rTnzb43GOPPTZOO+20TLB5++23Y9GiRdGmTZt6z91ll11i++23b9A47dq1iyOPPDJuu+22zL4XXnih6MJXt27dqm3ff//98atf/arJAeydd96JKVOmZLaPOeaYRl/z4IMPzoSvjz/+OGbNmhXrr79+k+aVS/Pnz6+xr23btnk95o033hjXXHNNg459/vnno1+/fg2+NgAAANRHm/qaNqVNNZU2BQAAAI2jTX1Nm9KmmkqbAgAAgMbRpr6mTWlTTaVNAQAAQONoU1/TprSpptKmAAAAKDRFvQTB6jfNrVq1atB52267bbRv375Bx06YMCGmT5+e2e7Ro0dsscUWDZ5jhw4dYtddd81sV1ZWxptvvtmgcxt7k7768W+88UaDz73tttsinU43+DV48OBGza259OjRI7baaqvM9uuvvx6HHnpo/Pvf/27SdV966aVq26v+nTXU6qtOfvTRR02aU33Gjx/fqL+zla8//vGPtV6vtt/EwoULs/odkhizqU455ZR4//33G/V6+OGHk542AABZUhnlOXsB+UebWvPx2lTDaVPaVENpUwAArEqbgtKmTa35eG2q4bQpbaqhtCkAAFalTUFp06bWfLw21XDalDbVUNoUAACr0qagtGlTaz5em2o4bUqbaihtCgCAVWlTkKyKpCeQTfPmzau2vfqKg3XZbLPNGjzGxIkTq23vuOOODT53pd69e1cLK59//nmDztthhx0aNc7qx48fP75R5xeKoUOHxo9//OPM9ogRI2LEiBHRs2fPOOSQQ2K//faLPffcM3r06NHga64eqRqzAmVdZs+e3eRr5NK6665bY9+8efOiQ4cOOR8zn3Xp0iW6dOmS9DQAAADIA9rUmo/XprSpxtCmGkabAgAAYCVtas3Ha1PaVGNoUw2jTQEAALCSNrXm47UpbaoxtKmG0aYAAABYSZta8/HalDbVGNpUw2hTAAAA+aMs6QlkSzqdjlmzZlXb161btwad25gb+Tlz5lTbXn/99Rt8bl3nrH7Nuqy33nqNGmf14+fOnduo8wvFgAED4pJLLolUKlVt/4QJE+LGG2+MAQMGRM+ePaNnz55x8sknx4gRIyKdTq/xml988UWzzzPfA87qaotQM2bMyPmYjfm7uPrqq+tcSbEx4RMAAAAaS5uq/3htSptqDG0KAAAAGk6bqv94bUqbagxtCgAAABpOm6r/eG1Km2oMbQoAAAAaTpuq/3htSptqDG0KAACAQlO0D1r/+OOPY+HChdX2bbHFFg06t0WLFg0eZ8GCBdW227Zt2+Bz6zpn/vz5DTqvTZs2TRpn9bkXk//5n/+JV199Nfr37x/l5eW1HjNx4sS4+eab48ADD4wdd9wxnn322Tqvl41IWFVV1ezXzKbNN9+8xm9j9OjRWR2zbdu2NYL1mDFjsjomAAA0p8ooixVRnvVXZfHe3kPB0qbqH0eb0qYaQ5sCAIDG06agdGlT9Y+jTWlTjaFNAQBA42lTULq0qfrH0aa0qcbQpgAAoPG0KShd2lT942hT2lRjaFMAANB42hQkqyLpCWTLG2+8UWPfTjvt1OzjtGvXrtr26rGtIVY/p3379g06b9GiRU0aZ/W5F5tvfvOb8fjjj8fUqVPjmWeeiZEjR8aLL74Y48aNq3Hs+++/H4ccckhcc801cdppp9X4fPXIePnll8cuu+zSpPn16tWrSefn2jrrrBO77rprvPrqq5l9b731Vpx44olZHXefffaJ++67r9qYAAAAkO+0qfrH0aa+pk3VT5sCAACAhtOm6h9Hm/qaNlU/bQoAAAAaTpuqfxxt6mvaVP20KQAAAGg4bar+cbSpr2lT9dOmAAAAKDRF+6D1Bx98sNr2lltuGZtsskmzj9O5c+dq21988UWjrzFr1qw1XrOh59Vn9bl16tSpUec3VSqVWutzGxv5VrXRRhvFoEGDYtCgQRERMWXKlBgxYkQ8/PDD8a9//SuWL18eERHpdDrOOOOM2GOPPaJv377VrrH++utX295ss83ioIMOWus5Fap99tmnWvh6/PHHo7Kyss5VHJtrzFXD14svvhgLFy5cq9U8AQAg16qiIipzcOtdVby391CwtKmatCltqqm0KQAAaBxtCkqXNlWTNqVNNZU2BQAAjaNNQenSpmrSprSpptKmAACgcbQpKF3aVE3alDbVVNoUAAA0jjYFySpLegLZMG7cuHjiiSeq7TviiCOyMlaPHj2qbb/zzjuNvsbq56x+zbq8//77jRrnvffeq7a92WabNer8pmrdunW17cWLFzf43JkzZzbbPLp16xbHHXdcPPjggzF27NjYbbfdMp+l0+m47rrrapyz+p/Vp59+2mzzKSSr/47++9//xlNPPZXVMQ877LBqYW3+/Plx7733ZnVMAAAAaAptqnba1Fe0qbWnTQEAAED9tKnaaVNf0abWnjYFAAAA9dOmaqdNfUWbWnvaFAAAANRPm6qdNvUVbWrtaVMAAAAUkqJ80PqZZ54ZVVVVme2ysrI4+eSTszJWz549Y8MNN8xsT5w4McaNG9fg8+fPnx9vvfVWZruioiJ23XXXBp37wgsvNHyitRy/++67N+r8purQoUO17enTpzf43DfffLO5pxMRX0XGe+65p9q+l19+ucZx+++/f7XtESNGZGU++a5v376x5557Vtt36aWXVvu9NbeePXvGkUceWW3fNddcE0uXLs3amAAA0FwqoywqozwHr6K8vYeCpU017HhtSptqLG0KAAAaR5uC0qRNNex4bUqbaixtCgAAGkebgtKkTTXseG1Km2osbQoAABpHm4LSpE017HhtSptqLG0KAAAaR5uCZBXdL+O6666Lhx56qNq+gQMHxpZbbpm1Mffbb79q27fffnuDz/3HP/5RbaW9XXfdNdq0adOgc99+++348MMPG3TsggULYvjw4dX2rT7vbFt95cTRo0c36Lzly5fX+DttTltuuWW1eDlr1qwax+y+++7RuXPnzPaIESMa/GdfbM4666xq26+99lpce+21Tb7um2++WedKkquP+dFHH8WFF17Y5DEBAACguWlTtdOm6qZNNY42BQAAAHXTpmqnTdVNm2ocbQoAAADqpk3VTpuqmzbVONoUAAAA1E2bqp02VTdtqnG0KQAAAApFRdITaC4rVqyIc845p8YNeNeuXeOKK67I6tgnnnhi3H///Znta6+9Nk4++eTYZJNN1njel19+GUOHDq2276STTmrU2Oecc048+uij9R73+9//Pr788svMdt++fWO77bZr1FhNtfPOO1fbvv/+++O0006r97zrr78+pkyZkq1pxbJly6r92awauFZq0aJFnHrqqZnYkk6n42c/+1mMGDEiWrRokbW55aPvf//7ccQRR1SLkeeee25svPHGceyxx67VNe+6664YMmRIvP/++7HBBhvU+HzXXXeNU045JW644YbMvquuuio23XTT+MUvfrFWYwIAABSLF198MWdjvfPOOzkbq9BoU2umTdVNm2ocbQoAACC/aFP5QZtaM22qbtpU42hTAAAA+UWbyg/a1JppU3XTphpHmwIAAMgv2lR+0KbWTJuqmzbVONoUAABAftGm6lbwD1pfsmRJ3HnnnXHdddfFRx99VO2zNm3axIMPPhhdunTJ6hwOOuig2HHHHePdd9+NiIiFCxfG9773vRgxYkR07Nix1nOWLVsWRx11VEydOjWzb6ONNooBAwY0auzHHnss/vCHP8R5551X5zEPPfRQXHXVVdX2nXrqqY0apznssssu0aVLl5gxY0ZEfLUy3T333LPG7/zEE0+s8but7p577omJEyfGkCFDag1YtfnLX/5SbZXHXXbZpdbjfvOb38QNN9wQ06dPj4iIl19+OX74wx/GsGHD6vx7Xt3ChQvjlltuibZt28YJJ5zQoHPy0a233hqjRo2KiRMnRsRX4fm4446L//znP3H22Wc3eJXMcePGxZlnntmgFSSvvfbaeP311+Ptt9+OiIiqqqr45S9/GR999FFcfPHFse666zZ4/lOmTImFCxc2+HgAAFhbVVEelVGek3EoXf369YtUKpWz8VKpVKTT6ZyNl++0KW1qVdpUbmhTAADQMNoUuaBNJUub0qZWpU3lhjYFAAANo02RC9pUsrQpbWpV2lRuaFMAANAw2hS5oE0lS5vSplalTeWGNgUAAA2jTZEL2lTd8vZB62+//XasWLGi2r7ly5fH3LlzY+7cuTFhwoR47bXX4q233opFixbVOH/DDTeMBx98MPbaa6+szzWVSsVtt90Wffv2jeXLl0dExKhRo6JPnz5x9dVXx+GHHx4tW7aMiK9u1p977rk444wz4r333qt2nVtvvTVat27d4HF79OgREydOjPPPPz/ef//9uPDCC2ObbbbJfD516tT44x//GNdcc01UVlZm9h988MHxox/9qClfea20aNEiBg8eHFdeeWVm309/+tOYOnVqDBkyJNq2bZvZ/9lnn8X//u//xg033BCVlZWxxRZbxGeffVbvGDNmzIjzzjsvLr300vj2t78dRx55ZOy5557Ro0ePGsd+8skn8ac//anaqnURda/y2LFjx3jggQfiwAMPzPw9/+tf/4pevXrFaaedFkcddVR07969xnmTJk2K119/PR5++OF49NFH48svv8ysVJhNr7zySnz66adrdW737t1j6623rvPzTp06xSOPPBIHHnhgfPHFFxHx1X+2L7roovj73/8ep5xySvTv3z/69OlT49xZs2bFE088kfnzWP13XpdWrVrF8OHDY//994/x48dn9v/lL3+JO++8M04++eQ49NBDY6+99qr1dzR37tz497//Hf/85z/j7rvvjiVLljRoXAAAgEK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