Files
mev-beta/orig/.qwen/prompts/algorithm-optimization.md
Administrator c54c569f30 refactor: move all remaining files to orig/ directory
Completed clean root directory structure:
- Root now contains only: .git, .env, docs/, orig/
- Moved all remaining files and directories to orig/:
  - Config files (.claude, .dockerignore, .drone.yml, etc.)
  - All .env variants (except active .env)
  - Git config (.gitconfig, .github, .gitignore, etc.)
  - Tool configs (.golangci.yml, .revive.toml, etc.)
  - Documentation (*.md files, @prompts)
  - Build files (Dockerfiles, Makefile, go.mod, go.sum)
  - Docker compose files
  - All source directories (scripts, tests, tools, etc.)
  - Runtime directories (logs, monitoring, reports)
  - Dependency files (node_modules, lib, cache)
  - Special files (--delete)

- Removed empty runtime directories (bin/, data/)

V2 structure is now clean:
- docs/planning/ - V2 planning documents
- orig/ - Complete V1 codebase preserved
- .env - Active environment config (not in git)

🤖 Generated with [Claude Code](https://claude.com/claude-code)

Co-Authored-By: Claude <noreply@anthropic.com>
2025-11-10 10:53:05 +01:00

1.2 KiB

Mathematical Algorithm Optimization

Optimize the following mathematical algorithm for performance while maintaining precision: $ARGUMENTS

Optimization Focus:

  1. Reduce memory allocations in hot paths (Target: 20-33% reduction like in successful implementations)
  2. Minimize computational overhead
  3. Improve cache efficiency
  4. Leverage concurrency where appropriate
  5. Implement caching strategies for expensive computations (Reference: SqrtPriceX96ToPriceCached achieved 24% performance improvement)

Profiling Approach:

  • Use go tool pprof to identify bottlenecks
  • Create benchmarks to measure improvements (Reference: Before/after comparison like 1406 ns/op → 1060 ns/op)
  • Validate precision is maintained after optimization
  • Test with realistic data sets

Optimization Strategies (Based on Successful Implementations):

  • Precompute expensive constants that are used repeatedly
  • Consider object pooling for frequently created mathematical objects
  • Minimize garbage collection pressure
  • Use lookup tables for repeated calculations

Constraints:

  • Do not compromise mathematical precision
  • Maintain code readability and maintainability
  • Follow Go best practices for concurrency and error handling