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A species-based flower pollination algorithm with increased selection pressure in abiotic local pollination and enhanced intensification

机译:一种基于物种的花授粉算法,具有增加的非生物局部授粉和增强强化的选择压力

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Flower Pollination Algorithm (FPA) is a bio-inspired metaheuristic that simulates pollination behavior of flowers. FPA is introduced to solve global optimization problems. Subsequently, it has been applied to a variety of problems. The present study introduces some new extensions and modifications for FPA. In this respect, first, abiotic pollination mechanism of FPA is modified. Secondarily, in order to control convergence speed, a step size function that is used in both global and local pollination along with the randomness factor is adopted. Finally, FPA is extended as a species-based algorithm by partitioning whole population into smaller-sized groups that independently search for promising regions. Performances of the proposed extensions are analyzed by using the well-known unconstrained function optimization problems and Morrison and De Jong's field of cones function. Finally, non parametric statistical tests are conducted to demonstrate possible significant improvements over standard FPA. As shown by these statistically verified results, the first FPA modification with the proposed selection mechanism and step size function achieves the best results in global optimization problems while the species-based FPA modification is found as a promising algorithm to solve multi-modal problems of De Jong's field of cones function. (C) 2021 Elsevier B.V. All rights reserved.
机译:花授粉算法(FPA)是一种生物启发的成分培养学,用于模拟鲜花的授粉行为。引入FPA以解决全球优化问题。随后,它已被应用于各种问题。本研究介绍了FPA的一些新的扩展和修改。在这方面,首先,修饰FPA的非生物授粉机制。其次,为了控制收敛速度,采用了在全局和本地授粉以及随机性因子中使用的步长函数。最后,FPA通过将整个人口分区为基于物种的算法,将整个人群分区为独立搜索有前途的地区的较小尺寸的组。通过使用众所周知的无约束函数优化问题和莫里森和De Jong的锥体功能来分析所提出的扩展的性能。最后,进行非参数统计测试以证明对标准FPA的可能显着改进。如这些统计学验证的结果所示,具有所提出的选择机制和步大函数的第一个FPA修改实现了全局优化问题的最佳结果,而基于物种的FPA修改被发现是解决de的多模态问题的有希望的算法Jong的锥体领域功能。 (c)2021 elestvier b.v.保留所有权利。

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