Meta-heuristic algorithms, a category within artificial intelligence, have gained significant traction for solving complex optimization tasks. This research introduces a novel hybrid technique that integrates the water optimization algorithm with the dragonfly algorithm, termed the water optimization-dragonfly algorithm. The water optimization algorithm is inspired by the molecular behavior of water particles, particularly by their bonding and mobility, while the dragonfly algorithm emulates the dynamic and static swarming behaviors of dragonflies. The performance of this method was tested using standard benchmark functions, including unimodal, multimodal, and fixed-dimension functions, and compared against the classical water optimization algorithm. Experimental results indicate that the hybrid water optimization-dragonfly algorithm significantly outperforms the traditional approach, offering faster convergence and delivering optimal solutions across most benchmark functions. The hybrid approach effectively manages high-dimensional problems and reduces localization errors compared to existing solutions. Overall, the water optimization-dragonfly algorithm demonstrates significant versatility and effectiveness in solving a variety of optimization challenges.

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Enhancing the Water Optimization Algorithm Using the Dragonfly Approach

  • Soha M. Ismail,
  • Yasser F. Hassan,
  • Shawkat K. Guirguis

摘要

Meta-heuristic algorithms, a category within artificial intelligence, have gained significant traction for solving complex optimization tasks. This research introduces a novel hybrid technique that integrates the water optimization algorithm with the dragonfly algorithm, termed the water optimization-dragonfly algorithm. The water optimization algorithm is inspired by the molecular behavior of water particles, particularly by their bonding and mobility, while the dragonfly algorithm emulates the dynamic and static swarming behaviors of dragonflies. The performance of this method was tested using standard benchmark functions, including unimodal, multimodal, and fixed-dimension functions, and compared against the classical water optimization algorithm. Experimental results indicate that the hybrid water optimization-dragonfly algorithm significantly outperforms the traditional approach, offering faster convergence and delivering optimal solutions across most benchmark functions. The hybrid approach effectively manages high-dimensional problems and reduces localization errors compared to existing solutions. Overall, the water optimization-dragonfly algorithm demonstrates significant versatility and effectiveness in solving a variety of optimization challenges.