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Cross Entropy Method for Solving Generalized Orienteering Problem

机译:交叉熵方法求解广义定向运动问题

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Optimization technique has been growing rapidly throughout the years. It is caused by the growing complexity of problems that require a relatively long time to solve using exact optimization approach. One of complex problems that is hard to solve using the exact method is Generalized Orienteering Problem (GOP), a combinatorial problem including NP-hard problem. Recently, there has been plenty of heuristic method development to solve this problem. This research is an implementation of cross entropy (CE) method in real case of GOP. CE is an optimization technique that relatively new, using two main procedures; generating sample solution and parameter updating to produce better sample for next iteration. At this research, GOP problem that occurs at finding optimal route consist of 27 cities in eastern China is investigated. Results indicate that CE method give better performance than those of Artificial Neural Network (ANN) and Harmony Search (HS).
机译:多年来,优化技术一直在迅速发展。原因是问题的复杂性不断提高,需要使用相对较长的时间才能使用精确的优化方法来解决。使用精确方法难以解决的复杂问题之一是广义定向越野问题(GOP),这是一个包括NP-hard问题的组合问题。近来,已经进行了大量启发式方法开发来解决该问题。这项研究是在GOP的实际情况下实现交叉熵(CE)方法的。 CE是一种相对较新的优化技术,它使用两个主要过程:生成样本解决方案并更新参数以为下一次迭代生成更好的样本。在这项研究中,调查了寻找最优路线时出现的GOP问题,该问题由中国东部的27个城市组成。结果表明,CE方法比人工神经网络(ANN)和和声搜索(HS)具有更好的性能。

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