Fix Random Projector magnitudes - #481
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🟡 Changes recommended
SparseRandomProjector::fit() can still deterministically divide by zero when sparsity is 1.0 (density = 0), producing invalid projection matrices instead of failing fast.
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Pull request overview
This PR adjusts the random projection matrix scaling in both GaussianRandomProjector and SparseRandomProjector to include the Johnson–Lindenstrauss (1/\sqrt{k}) normalization so that projected vectors better preserve absolute magnitude (not just relative ratios).
Changes:
- Scale
GaussianRandomProjector’s random matrix by1 / sqrt(dimensions)duringfit(). - Update
SparseRandomProjector’s distribution magnitude (dHat) to1 / sqrt(density * dimensions). - Revise both projector tests to validate approximate magnitude preservation instead of asserting exact projected coordinates.
File summaries
| File | Description |
|---|---|
| src/Transformers/GaussianRandomProjector.php | Applies JL normalization by dividing the Gaussian matrix by sqrt(k) at fit time. |
| src/Transformers/SparseRandomProjector.php | Updates sparse projection scaling to include dimensions in the normalization factor. |
| tests/Transformers/GaussianRandomProjectorTest.php | Replaces exact-vector assertion with a magnitude-preservation check over a dataset. |
| tests/Transformers/SparseRandomProjectorTest.php | Replaces exact-vector assertion with a magnitude-preservation check over a dataset. |
Review details
- Files reviewed: 4/4 changed files
- Comments generated: 1
- Review effort level: Lite
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Transformers/GaussianRandomProjector.php:120, SparseRandomProjector.php:82 — [upstream-check] missing the JL 1/sqrt(k) normalization (preserves ratios, not absolute magnitude).