The study integrated CSP with ACO to tackle complex scheduling challenges, demonstrating the robust capabilities of this approach. The results indicate that the integrated approach not only maintained high success rates across a range of constraints but also revealed the importance of precise parameter tuning in enhancing algorithm performance. Particularly, constraints that showed variations in success rates underlined the potential for further optimization to achieve consistent and effective outcomes. The effectiveness of the optimization algorithm was evaluated by measuring its success and performance rates. This approach proved to be a robust strategy for optimizing the study's problem structure, providing valuable insights into the dynamics of algorithmic performance.
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Arcely Perez-Napalit (2024) studied this question.
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