基于简单随机步数爬坡的超启发式考试排课方法评价

Rusdi Hamidan, Ahmad Mukhlason
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引用次数: 0

摘要

考试排课问题(ETP)是高校普遍存在的问题。ETP问题的解决涉及计算搜索方法来获得结果。在此过程中,如果手动完成,将需要大量时间来实现最佳解决方案。ETP基本上是在特定的时间给房间分配一个时间表。之前的几位研究人员开发了一种超启发式方法,以获得期望提供接近最优结果的解决方案。在本研究中,ITC 2007数据集将用于寻找接近最优的通用解决方案。选择Simple Random (SR)策略选择Low Level Heuristic (LLH)策略,选择Step Counting Hill climb (SCHC)策略选择move-acceptance策略。结果表明,本研究中提出的一对算法优于文献,其他算法也有显著的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evaluation of Hyper-Heuristic Method Using Simple Random-Step Counting Hill Climbing in the Examination Timetabling Problem
Abstrak —Exam Timetabling Problem (ETP) is a problem that occurs at the university. Solution to the ETP problem involves computational search methods to get results. In the process, if done manually it will require lot of time to achieve the optimal solution. ETP is basically allocating a schedule into room at particular time. Several previous researchers developed a hyper-heuristic method to obtain solutions that are expected to provide result that are close to optimal. In this study, ITC 2007 dataset will be used to find generic solutions that are near optimal. Simple Random (SR) was chosen as strategy to choose Low Level Heuristic (LLH) and Step Counting Hill Climbing (SCHC) was chosen as move-acceptance strategy for ETP. The results obtained show that one pair of algorithms proposed in this study is better than the literature while other algorithms also provide significant results.
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