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New multiagent coordination optimization algorithms for mixed-binary nonlinear programming with control applications

机译:具有控制应用的混合二进制非线性规划的新多主体协调优化算法

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Mixed-binary nonlinear programming (MBNP), which can be used to optimize network structure and network parameters simultaneously, has been seen widely in applications of cyber-physical network systems. However, it is quite challenging to develop efficient algorithms to solve it practically. On the other hand, swarm intelligence based optimization algorithms can simulate the cooperation and interaction behaviors from social or nature phenomena to solve complex, nonconvex nonlinear problems with high efficiency. Hence, motivated by this observation, we propose a class of new computationally efficient algorithms called coupled spring forced multiagent coordination optimization (CSFMCO), by exploiting the chaos-like behavior of two-mass two-spring mechanical systems to improve the ability of algorithmic exploration and thus to fast solve the MBNP problem. Together with the continuous version of CSFMCO, a binary version of CSFMCO and a switching version between continuous and binary versions are presented. Moreover, to numerically illustrate our proposed algorithms, a formation control problem and resource allocation problem for cyber-physical networks are investigated by using the proposed algorithms.
机译:混合二进制非线性规划(MBNP)可用于同时优化网络结构和网络参数,已广泛应用于电子物理网络系统。然而,开发有效的算法以实际解决它是非常具有挑战性的。另一方面,基于群体智能的优化算法可以模拟来自社会或自然现象的合作和互动行为,从而高效地解决复杂的,非凸的非线性问题。因此,根据这一观察结果,我们通过利用两质量两弹簧机械系统的类混沌行为来提高算法探索的能力,提出了一类称为耦合弹簧强制多主体协调优化(CSFMCO)的新型计算有效算法。从而快速解决MBNP问题。与CSFMCO的连续版本一起,介绍了CSFMCO的二进制版本以及在连续版本和二进制版本之间的切换版本。此外,为了用数字方式说明我们提出的算法,使用提出的算法研究了网络物理网络的编队控制问题和资源分配问题。

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