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首页> 外文期刊>Swarm and Evolutionary Computation >Automatically configuring ACO using multilevel ParamILS to solve transportation planning problems with underlying weighted networks
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Automatically configuring ACO using multilevel ParamILS to solve transportation planning problems with underlying weighted networks

机译:使用多层ParamILS自动配置ACO,以解决基础加权网络的运输计划问题

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摘要

Configuring parameter settings for ant colony optimisation (ACO) based algorithms is a challenging and time consuming task, because it usually requires evaluating a large number of parameter combinations to find the most appropriate setting. In this study, a multilevel ParamILS (MParamILS) technique, that combines a graph coarsening method and the ParamILS framework, has been developed for configuring ACO algorithms to solve transportation planning problems with underlying weighted networks. The essential idea is to first use the graph coarsening method to recursively produce a set of increasingly coarser level problems from the original problem, and then apply ParamILS sequentially to the coarser level problems to select high-quality settings from a parameter combination domain. From the coarsest level to the finest (original) level problem, the parameter domain is refined by removing the low-quality settings identified by ParamILS. The size of the combination domain continues to decrease, resulting in fewer number of parameter combinations evaluated at finer level problems, hence the computing time is reduced. The performance of MParamILS was compared with ParamILS. Experimental results showed that MParamILS matches ParamILS in solution quality with significant reduction in computing time for all test cases.
机译:为基于蚁群优化(ACO)的算法配置参数设置是一项艰巨而耗时的任务,因为它通常需要评估大量参数组合以找到最合适的设置。在这项研究中,已开发出一种结合了图粗化方法和ParamILS框架的多级ParamILS(MParamILS)技术,用于配置ACO算法以解决具有基础加权网络的运输计划问题。基本思想是,首先使用图粗糙化方法从原始问题中递归地产生一系列越来越粗糙的问题,然后将ParamILS顺序应用于粗糙问题,以从参数组合域中选择高质量的设置。从最粗糙的级别到最好的(原始)级别问题,通过删除由ParamILS识别的低质量设置来完善参数域。组合域的大小继续减小,从而导致在较细层次的问题上评估的参数组合数量减少,因此减少了计算时间。将MParamILS的性能与ParamILS进行了比较。实验结果表明,MParamILS在解决方案质量上与ParamILS相匹配,所有测试用例的计算时间均大大减少。

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