4.7 Article

Dynamic Complex Network, Exploring Differential Evolution Algorithms from Another Perspective

期刊

MATHEMATICS
卷 11, 期 13, 页码 -

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MDPI
DOI: 10.3390/math11132979

关键词

complex system; dynamic complex network; evolutionary algorithms; differential evolution algorithms; population interaction network

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Complex networks, formed by intricate connections in complex systems, provide insights into the underlying principles governing system behavior. This paper challenges the notion of a direct link between algorithm performance and complex network structure through experimental evidence. By analyzing dynamic complex network structures of five algorithms across three different problems and incorporating mathematical distributions, we generate novel insights and refine previous conclusions. Our aim is to redirect research on the interplay between complex networks and evolutionary computation towards dynamic network structures, elucidating the essence of exploitation and exploration in evolutionary algorithms.
Complex systems provide an opportunity to analyze the essence of phenomena by studying their intricate connections. The networks formed by these connections, known as complex networks, embody the underlying principles governing the system's behavior. While complex networks have been previously applied in the field of evolutionary computation, prior studies have been limited in their ability to reach conclusive conclusions. Based on our investigations, we are against the notion that there is a direct link between the complex network structure of an algorithm and its performance, and we demonstrate this experimentally. In this paper, we address these limitations by analyzing the dynamic complex network structures of five algorithms across three different problems. By incorporating mathematical distributions utilized in prior research, we not only generate novel insights but also refine and challenge previous conclusions. Specifically, we introduce the biased Poisson distribution to describe the algorithm's exploration capability and the biased power-law distribution to represent its exploitation potential during the convergence process. Our aim is to redirect research on the interplay between complex networks and evolutionary computation towards dynamic network structures, elucidating the essence of exploitation and exploration in the black-box optimization process of evolutionary algorithms via dynamic complex networks.

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