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Honey bee social foraging algorithms for resource allocation: Theory and application

机译:蜜蜂社会觅食资源分配算法:理论与应用

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摘要

A model of honey bee social foraging is introduced to create an algorithm that solves a class of dynamic resource allocation problems. We prove that if several such algorithms ("hives") compete in the same problem domain, the strategy they use is a Nash equilibrium and an evolutionary stable strategy. Moreover, for a single or multiple hives we prove that the allocation strategy is globally optimal. To illustrate the practical utility of the theoretical results and algorithm we show how it can solve a dynamic voltage allocation problem to achieve a maximum uniformly elevated temperature in an interconnected grid of temperature zones.
机译:介绍了蜜蜂社会觅食模型,以创建解决一类动态资源分配问题的算法。我们证明,如果几种这样的算法(“蜂巢”)在同一问题域中竞争,则它们使用的策略是Nash均衡和进化稳定策略。此外,对于一个或多个蜂箱,我们证明了分配策略是全局最优的。为了说明理论结果和算法的实用性,我们展示了它如何解决动态电压分配问题,从而在互连的温度区域网格中实现最大均匀升高的温度。

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