Add sample weights, block bootstrap, and permutation importance#43
Add sample weights, block bootstrap, and permutation importance#43
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This commit implements three major improvements: 1. Sample Weights in Filter Methods: - Add weighted F-regression and F-classif in relevance.py - Add weighted rank-Gaussian transforms and correlations in copula.py - Add weighted mRMR selection in loops.py - Update all public API functions to accept sample_weight parameter 2. Block Bootstrap in StabilitySelector: - Add block bootstrap functions (moving, circular, stationary) - Update StabilitySelector to use block bootstrap when groups/time provided - Update stability_regression and stability_classif convenience functions 3. Block Permutation Importance: - Create new importance.py module - Support global, within_group, block, and circular_shift permutation methods - Auto-select appropriate method based on available group/time data All new parameters are optional with sensible defaults. Tests added for all new functionality (47 tests, all passing).
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Pull request overview
This PR adds three major enhancements to the sift feature selection library:
Purpose: Add support for sample weights, block bootstrap for time-series data, and block-aware permutation importance.
Key Changes:
- Sample weights integrated into all filter methods (mRMR, JMI, JMIM, CEFS+) with weighted F-statistics, correlations, and rank transforms
- Block bootstrap methods (moving, circular, stationary) added to StabilitySelector for panel/time-series data
- New
permutation_importancemodule with time-series-aware permutation strategies (within_group, block, circular_shift)
Reviewed changes
Copilot reviewed 11 out of 12 changed files in this pull request and generated 8 comments.
Show a summary per file
| File | Description |
|---|---|
| sift/importance.py | New module implementing time-series-aware permutation importance with multiple strategies |
| sift/stability.py | Added block bootstrap functions and integration into StabilitySelector with automatic method selection |
| sift/estimators/relevance.py | Implemented weighted F-regression and F-classification statistics |
| sift/estimators/copula.py | Added weighted rank-Gaussian transforms, correlations, and weighted subsampling in cache building |
| sift/selection/loops.py | Implemented weighted mRMR selection with weighted correlation calculations |
| sift/selection/cefsplus.py | Updated CEFS+ to use weighted transforms from cache |
| sift/api.py | Added sample_weight parameter to all public selection functions |
| sift/init.py | Exported new permutation_importance function |
| tests/test_weights.py | Comprehensive tests for sample weights across all selectors |
| tests/test_importance.py | Tests for all permutation importance methods and edge cases |
| tests/test_block_bootstrap.py | Tests for block bootstrap with different methods and configurations |
| .gitignore | Standard Python gitignore patterns |
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| # Prepare sample weights | ||
| n = X_arr.shape[0] | ||
| w = rel_est._ensure_weights(sample_weight, n) if sample_weight is not None else np.ones(n, dtype=np.float64) | ||
| if subsample is not None and len(w) > n: | ||
| # weights were passed in for original data, need to subsample them too | ||
| # This shouldn't happen as subsample happens in _prepare_xy_classic | ||
| pass |
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Sample weights are not properly subsampled when the data is subsampled. When subsample_xy is called in _prepare_xy_classic, it subsamples X and y, but the sample_weight array is not subsampled to match. This means the weight array length will not match the subsampled data length, leading to a dimension mismatch.
The weights should be subsampled using the same indices as X and y. Consider modifying _prepare_xy_classic to accept and return sample_weight, or subsample the weights here using the same random state and logic.
| # Prepare sample weights | ||
| n = X_arr.shape[0] | ||
| w = rel_est._ensure_weights(sample_weight, n) if sample_weight is not None else np.ones(n, dtype=np.float64) |
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Same issue as in _mrmr_classic: sample weights are not properly subsampled when the data is subsampled. When subsample_xy is called in _prepare_xy_classic, it subsamples X and y, but the sample_weight array is not subsampled to match. This means if the original data had more rows than the subsample limit, the weight array length will not match the subsampled data length, leading to a dimension mismatch.
| length = min(rng.geometric(p), n - start) | ||
| result.extend(sorted_idx[start:start + length].tolist()) |
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The stationary block bootstrap implementation has a potential issue with the geometric distribution. The geometric distribution with parameter p in numpy generates values starting from 1, but when n - start is less than 1, min(rng.geometric(p), n - start) could result in 0 length blocks when start equals n-1. This would cause an issue with the slicing sorted_idx[start:start + length].
Additionally, when the geometric sample is larger than remaining space, the logic min(rng.geometric(p), n - start) doesn't properly handle wrapping for stationary bootstrap. The standard stationary bootstrap should allow wrapping around the time series, similar to circular bootstrap.
| length = min(rng.geometric(p), n - start) | |
| result.extend(sorted_idx[start:start + length].tolist()) | |
| length = rng.geometric(p) | |
| indices = [(start + i) % n for i in range(length)] | |
| result.extend(sorted_idx[indices].tolist()) |
| def f_classif_weighted(X: np.ndarray, y: np.ndarray, w: np.ndarray) -> np.ndarray: | ||
| """Weighted F-statistic for classification (weighted ANOVA).""" | ||
| n, p = X.shape | ||
| n_classes = int(y.max()) + 1 |
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The weighted F-statistic for classification assumes that class labels are 0-indexed integers (line 68: n_classes = int(y.max()) + 1). If the class labels don't start at 0 or have gaps (e.g., labels are [1, 2] or [0, 2]), this will create arrays with incorrect dimensions or access incorrect indices, potentially causing index out of bounds errors.
Consider using a mapping from class labels to contiguous indices, similar to how sklearn handles this with LabelEncoder, or document this requirement clearly.
| # weights were passed in for original data, need to subsample them too | ||
| # This shouldn't happen as subsample happens in _prepare_xy_classic | ||
| pass |
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The comment states "This shouldn't happen as subsample happens in _prepare_xy_classic" but this is misleading. The actual issue is that when data is subsampled, the sample_weight array is NOT subsampled, leading to a length mismatch. The condition len(w) > n will always be true when subsample is triggered (since n is the subsampled size and w is the original size), yet there's no corrective action in the pass statement.
This dead code should either subsample the weights properly or raise an error indicating the problem.
| # weights were passed in for original data, need to subsample them too | |
| # This shouldn't happen as subsample happens in _prepare_xy_classic | |
| pass | |
| # weights were passed in for original data, but we don't have access to the | |
| # subsampling indices used in _prepare_xy_classic/subsample_xy, so we cannot | |
| # correctly subsample the weights here. Using misaligned weights would be | |
| # incorrect, so we fail fast with a clear error. | |
| raise ValueError( | |
| "sample_weight has length {w_len}, but after subsampling X has only {n_samples} " | |
| "rows. When using the 'subsample' option, sample_weight must correspond to the " | |
| "subsampled data (length equal to X.shape[0]) or subsample must be disabled." | |
| .format(w_len=len(w), n_samples=n) | |
| ) |
| X_arr = X.values.copy() | ||
| n = len(y) | ||
|
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| w = np.ones(n, dtype=np.float64) if sample_weight is None else np.asarray(sample_weight, dtype=np.float64) |
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The permutation importance function doesn't validate that sample_weight has the correct length matching X and y. If a user passes a sample_weight array with a different length, this will cause errors later when trying to compute weighted scores. Consider adding validation: if sample_weight is not None and len(sample_weight) != n: raise ValueError(f"sample_weight must have length {n}, got {len(sample_weight)}")
| w = np.ones(n, dtype=np.float64) if sample_weight is None else np.asarray(sample_weight, dtype=np.float64) | |
| if sample_weight is None: | |
| w = np.ones(n, dtype=np.float64) | |
| else: | |
| w = np.asarray(sample_weight, dtype=np.float64) | |
| if len(w) != n: | |
| raise ValueError(f"sample_weight must have length {n}, got {len(w)}") |
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| def test_permute_global(self): | ||
| """Global permutation should shuffle all values.""" | ||
| rng = np.random.default_rng(42) |
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Variable rng is not used.
| rng = np.random.default_rng(42) |
| import numpy as np | ||
| import pandas as pd | ||
| import pytest | ||
| from sklearn.linear_model import Ridge, LogisticRegression |
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Import of 'LogisticRegression' is not used.
Replace Python 3.10+ union type syntax (int | str, type | None) with Union[int, str] and Optional[type] from the typing module to support Python 3.9.
This commit implements three major improvements:
Sample Weights in Filter Methods:
Block Bootstrap in StabilitySelector:
Block Permutation Importance:
All new parameters are optional with sensible defaults.
Tests added for all new functionality (47 tests, all passing).