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$ show jmejia8/Metaheuristics.jl

[account ↗] [repo ↗] APPLICATION ★ 303 29 ● active (last update 3 months ago)
reviewed by: nvidia/nemotron-3-super-120b-a12b

Metaheuristics.jl is a Julia library for global optimization implementing various metaheuristic algorithms for single-objective, multi-objective, and combinatorial optimization problems. The library provides a modular architecture with clear separation between core functionality (state management, problem definitions), algorithm implementations (organized by optimization type), operators (selection, crossover, mutation), test problems, performance indicators, and decision-making methods. The primary workflow involves defining an objective function and search space, selecting/configuring an algorithm, and calling the optimize() function to find optimal solutions. The library depends on standard Julia packages and specialized libraries for distance calculations, distributions, and multi-criteria decision-making.

RATING8.6/10
QUALITY8.5/10
MAINTENANCEactive
DRIFTlow
CONTRIBUTORS10
VELOCITY0.76
OPEN ISSUES16
CLOSED ISSUES61
LAST COMMIT3 months ago
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3
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1
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5KB
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1KB
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1KB
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1KB
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716B
Git Ignore
87B

The LLM identified 2 files worth highlighting for reuse:

Implements the hypervolume indicator using the improved dimension-sweep algorithm from Fonseca et al. (2006). This component calculates the volume between a set of points and a reference point in objective space, providing a measure of both convergence and diversity for multi-objective solutions. The implementation is self-contained, correctly handles the complex geometry of hypervolume calculation in multiple dimensions, and could be extracted for use in any multi-objective optimization context with minimal adaptation.

file: src/PerformanceIndicators/hypervolume.jl ↗ | tags: #hypervolume-calculation #performance-indicator #multi-objective-optimization

Provides an efficient implementation of the fast non-dominated sorting algorithm (O(mn^2) complexity) used in multi-objective optimization algorithms like NSGA-II. This component includes functions for computing solution ranks, grouping solutions into fronts, sorting populations by rank, and extracting non-dominated solutions. The implementation is well-structured, demonstrates correct application of a classic algorithm, and could be reused in other multi-objective optimization frameworks with minimal changes.

file: src/common/non-dominated-sorting.jl ↗ | tags: #non-dominated-sorting #multi-objective-optimization #algorithm
Last analyzed: 2026-08-05 00:41:21.723094
Next check: 2026-08-12 00:41:21.714913
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