Table 1 A summary of improved WOA algorithms.
From: Enhanced GRU-based regression analysis via a diverse strategies whale optimization algorithm
Improvement type | Algorithm name | References | Improvement strategy |
|---|---|---|---|
Hybrid other meta heuristics algorithms | Hybrid WOA and GWO (HWGO) | Korashy et al.33 | Implementing a leadership hierarchy of GWO to enhances the exploitative phase of the WOA |
Combines WOA with artificial bee colony algorithm and firefly algorithm (WOA-AEFS) | Strumberger et al.36 | Trigger ABC’s exploration phase to improve WOA’s exploration phase, etc | |
Combines the features of whale optimization and lion optimization (WL-optimization) | Saxena et al.40 | replaces the exploitation phase of Incorporating a mutated Lion operator into WOA to hinder premature trapping of solutions in local optima | |
Random Walk or Flight Strategy | WOA based on Levy flight and memory (WOALFM) | Zong X et al.41 | The diversity of solutions is expanded through the utilization of Lévy flight and memory strategy |
Levy whale optimization algorithm (LWOA) | Chen Z et al.42 | Using the Lévy flight strategy instead of the encircling prey technique | |
A hybrid WOA with integrated symbiotic strategy (HWOAMS) | Li M et al.43 | Lévy flight is introduced into the exploration process | |
Examining the components of the WOA in light of the evolutionary cores of Gaussian walk, CMA-ES, and evolution strategy(VCSWOA) | Hussien A G et al.44 | Applying Gaussian walks to augment population diversity | |
Chaos initialization strategy | Chaotic Whale optimization algorithm (CWOA) | Kaur et al.10 | The inclusion of diverse chaotic maps in WOA allows for the optimization of the main parameter, boosting the harmony between exploration and exploitation |
Improved logical whale optimization algorithm (ILWOA) | Si et al.45 | The initial population of whales is enhanced using an upgraded logistic chaotic mapping approach | |
A novel version of the WOA (ANWOA) | Elmogy et al.46 | The utilization of two discrete chaotic maps enables the selection of an optimal initial population, ultimately leading to global optimality |