A theoretical guideline for designing an effective adaptive particle swarm
Mohammad Reza Bonyadi

TL;DR
This paper offers a theoretical framework linking particle movement patterns to coefficient settings in adaptive particle swarm optimization, providing equations and guidelines for designing more effective algorithms.
Contribution
It introduces a theoretical approach to relate particle movement factors to coefficients, deriving exact values and proposing a new adaptive PSO method.
Findings
Theoretical equations for coefficient values ensure desired movement patterns.
The new adaptive PSO outperforms previous approaches in experiments.
Guidelines improve the design of adaptive particle swarm algorithms.
Abstract
In this paper we theoretically investigate underlying assumptions that have been used for designing adaptive particle swarm optimization algorithms in the past years. We relate these assumptions to the movement patterns of particles controlled by coefficient values (inertia weight and acceleration coefficient) and introduce three factors, namely the autocorrelation of the particle positions, the average movement distance of the particle in each iteration, and the focus of the search, that describe these movement patterns. We show how these factors represent movement patterns of a particle within a swarm and how they are affected by particle coefficients (i.e., inertia weight and acceleration coefficients). We derive equations that provide exact coefficient values to guarantee achieving a desired movement pattern defined by these three factors within a swarm. We then relate these…
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