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Total Optimization of Energy Networks in a Smart City by Multi-Population Global-Best Modified Brain Storm Optimization with Migration

机译:通过迁移进行多人口全球最佳修改的头脑风暴优化,全面优化智能城市中的能源网络

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This paper proposes total optimization of energy networks in a smart city by multi-population global-best modified brain storm optimization (MP-GMBSO). Efficient utilization of energy is necessary for reduction of CO 2 emission, and smart city demonstration projects have been conducted around the world in order to reduce total energies and the amount of CO 2 emission. The problem can be formulated as a mixed integer nonlinear programming (MINLP) problem and various evolutionary computation techniques such as particle swarm optimization (PSO), differential evolution (DE), Differential Evolutionary Particle Swarm Optimization (DEEPSO), Brain Storm Optimization (BSO), Modified BSO (MBSO), Global-best BSO (BSO), and Global-best Modified Brain Storm Optimization (GMBSO) have been applied to the problem. However, there is still room for improving solution quality. Multi-population based evolutionary computation methods have been verified to improve solution quality and the approach has a possibility for improving solution quality. The proposed MS-GMBSO utilizes only migration for multi-population models instead of abest, which is the best individual among all of sub-populations so far, and both migration and abest. Various multi-population models, migration topologies, migration policies, and the number of sub-populations are also investigated. It is verified that the proposed MP-GMBSO based method with ring topology, the W-B policy, and 320 individuals is the most effective among all of multi-population parameters.
机译:本文提出了通过多人口全球最佳修改型脑力激荡优化(MP-GMBSO)在智能城市中进行能源网络的整体优化。为了减少CO 2排放,必须有效利用能源,并且在世界范围内开展了智慧城市示范项目,以减少总能量和CO 2排放量。该问题可以表述为混合整数非线性规划(MINLP)问题以及各种进化计算技术,例如粒子群优化(PSO),差分进化(DE),差分进化粒子群优化(DEEPSO),头脑风暴优化(BSO) ,修改后的BSO(MBSO),全局最佳BSO(BSO)和全局最佳修改型头脑风暴优化(GMBSO)已应用于该问题。但是,仍有改善解决方案质量的空间。已经验证了基于多种群的进化计算方法以提高解决方案质量,并且该方法具有改善解决方案质量的可能性。拟议的MS-GMBSO仅针对多人口模型使用迁移,而不是使用abest,后者是迄今为止所有子种群中最佳的个体,并且迁移和abest最好。还研究了各种多人口模型,迁移拓扑,迁移策略和子人口数量。验证了所提出的基于MP-GMBSO的环形拓扑,W-B策略和320个人的方法在所有多人口参数中是最有效的。

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