Abstract
DE/current-to-pbest/1 is a novel mutation scheme introduced in the JADE algorithm, and is inherited by the famous JADE variant, SHADE. Thereafter, it has continued to be used in various JADE and SHADE variants. Considering the parameter āpā in mutation operator DE/current-to-pbest/1 controls the greediness of mutation directly, this paper adopts a linear reduction strategy of āpā during the evolution process under the framework of SHADE algorithm (LRP-SHADE), and then helps to further trade off the exploration and exploitation abilities. Meanwhile, a random jumping strategy is also adopted, assisting the population to jump out the local optima and keep evolving. Finally, to verify the effectiveness of the proposed LRP-SHADE algorithm, groups of experiments have been conducted on benchmark CEC2014, including both a step-by-step validation experiment for strategies and performance comparisons between LRP-SHADE and other peer algorithms. According to the experimental results, the efficiency and effectiveness of the LRP-SHADE algorithm have been confirmed.
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Zhang, Y., Chen, G., Cheng, L. (2023). Improving SHADE with a Linear Reduction P Value and a Random Jumping Strategy. In: Huang, DS., Premaratne, P., Jin, B., Qu, B., Jo, KH., Hussain, A. (eds) Advanced Intelligent Computing Technology and Applications. ICIC 2023. Lecture Notes in Computer Science, vol 14086. Springer, Singapore. https://doi.org/10.1007/978-981-99-4755-3_5
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