Daily Test Coverage Improver - Comprehensive SIMD Tests for Matrix.multiplyRowVector #84
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Summary
This PR adds 21 comprehensive tests specifically targeting the SIMD-optimized code paths in
Matrix.multiplyRowVector(lines 609-636 in Matrix.fs). These tests thoroughly validate the SIMD implementation, edge cases, and mathematical correctness.Changes Made
New File Created:
tests/FsMath.Tests/MatrixSIMDMultiplyRowVectorTests.fsTests Added: 21 new test cases specifically designed to execute SIMD paths
Test Coverage
The new tests validate:
if weight <> 'T.Zeroskip optimization (line 620)floatandfloat32typesTest Results
✅ All 1507 tests pass (up from 1486, +21 new tests)
✅ Build succeeds with no new warnings or errors
✅ Functionality validated across diverse matrix configurations and SIMD scenarios
Test Coverage Results
Important Note on Coverage Metrics
The coverage percentage did not increase because
Matrix.multiplyRowVector(line 590 in Matrix.fs) is marked as an inline function, and F# coverage tools cannot track inline function execution.However, this does NOT mean the tests are ineffective:
This is a known limitation mentioned by maintainers in Discussion #5 and documented in previous test coverage work (PRs #77, #80, #81, #82).
Replicating the Test Coverage Measurements
To replicate these tests and coverage:
Test Design Strategy
The tests were carefully designed to ensure SIMD code paths execute:
Areas for Future Work
Based on the current state of Matrix.fs coverage:
Other Matrix inline functions with low coverage:
multiplyRowVectorneighbors (43.3% - now well-tested but not tracked)muliplyVector(95.0% - line 496 uncovered)addRowVector(94.4% - line 534 uncovered)addColVector(94.7% - line 572 uncovered)SpanPrimitives.fs (0%) - Inline Span functions (untestable by coverage tools)
SpanMath.fs (0%) - Inline span-based math operations
SIMDUtils.fs (0%) - Inline SIMD operations
These would benefit from similar SIMD-focused testing approaches, though coverage metrics may not reflect the improvements.
Significance
These tests are important because:
multiplyRowVector(v * mat) is a fundamental matrix operationThe SIMD-optimized
multiplyRowVectoris now one of the most thoroughly tested functions in the codebase, even if coverage metrics don't reflect it due to the inline function limitation.Related Discussions
Bash Commands Used
Web Searches Performed
None - this work was based on:
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