Releases: lv416e/polytopax
Releases · lv416e/polytopax
Release v0.0.1
Release v0.0.1
Changelog
[0.0.1] - 2025-07-05
Added
Core Implementation
- Initial release of PolytopAX v0.0.1
- ConvexHull class with comprehensive object-oriented API
- Differentiable approximate convex hull algorithms using direction vector sampling
- Geometric predicates including point inclusion, volume, surface area, and distance computations
- JAX integration with full support for jit, grad, vmap, and pmap transformations
- Core utilities with type definitions, validation functions, and direction vector generation
Algorithms
- Direction vector sampling methods: uniform, icosphere (3D), and adaptive (placeholder)
- Soft selection using temperature-controlled softmax for differentiability
- Multi-resolution hull computation with progressive refinement
- Batch processing support for efficient parallel computation
- Quality metrics for hull approximation assessment
API Design
- High-level API: ConvexHull class with method chaining support
- Low-level API: Individual functions for custom workflows
- Functional API: Direct access to core algorithms
- Type safety: Comprehensive type hints and JAX Array compatibility
Documentation & Examples
- Comprehensive documentation using Sphinx with RTD theme
- Getting Started guide with installation and basic usage
- API reference with detailed function documentation
- User guide covering basic to advanced usage patterns
- Code examples: Basic usage, JAX integration, and advanced optimization
- Jupyter notebooks: Interactive tutorials with visualizations
- Performance guides and best practices
Testing
- Comprehensive test suite with 135+ tests covering all modules
- JAX compatibility tests ensuring JIT compilation support
- Unit tests for core utilities, algorithms, and predicates
- Integration tests for ConvexHull class and API consistency
- Edge case testing for numerical stability and error handling
Changed
Implementation Improvements
- JAX JIT compatibility: Fixed boolean array indexing issues in
remove_duplicate_points - Validation flexibility: Modified point cloud validation to support JAX tracing
- Type consistency: Ensured all code uses ASCII characters in implementation
- Error handling: Improved error messages and validation for edge cases
Code Quality
- Language consistency: Verified elite-level English usage throughout codebase
- Documentation quality: Professional documentation with mathematical notation in comments only
- Code style: Consistent formatting and comprehensive docstrings
- Test coverage: Extensive testing with both passing and documented failing tests
Fixed
JAX Compatibility Issues
- Boolean array indexing: Resolved
NonConcreteBooleanIndexErrorin duplicate point removal - JIT compilation: Fixed traced array boolean evaluation in validation functions
- Transformation support: Ensured all functions work with JAX transformations
Implementation Details
- Numerical stability: Improved handling of degenerate cases and edge conditions
- Type safety: Fixed type inconsistencies and added proper Array type usage
- Error handling: Better error messages and graceful handling of invalid inputs
Development Infrastructure
Project Structure
- Design documents: Comprehensive Phase 1 implementation plans in Japanese and English
- Repository setup: Professional project structure with all standard files
- Development workflow: Proper testing, documentation, and example organization
Quality Assurance
- Code review: Thorough review of implementation quality and consistency
- Performance validation: JAX transformation compatibility verification
- Documentation review: Complete documentation coverage for all public APIs
Notes
This initial release provides a solid foundation for differentiable convex hull computation with JAX. The implementation focuses on:
- Differentiability: All operations maintain gradients for optimization applications
- Performance: JAX JIT compilation and vectorization support
- Usability: Intuitive APIs for both beginners and advanced users
- Reliability: Comprehensive testing and robust error handling
- Documentation: Professional-grade documentation and examples
The implementation is ready for initial use and community feedback. Future releases will focus on performance optimization, exact algorithms, and advanced features.