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Timetabling Problems at the TU Eindhoven

机译:Tu Eindhoven的时间表问题

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摘要

The students of the Industrial Design department at the TU Eindhoven are allowed to design part of their curriculum by selecting courses from a huge course pool. They do this by handing in ordered preference lists with their favorite courses for the forthcoming time period. Based on this information (and on many other constraints), the department then assigns courses to students. Until recently, the assignment was computed by human schedulers who used a quite straightforward greedy approach. In 2005, however, the number of students increased substantially, and as a consequence the greedy approach no longer yielded acceptable results. This paper discusses the solution of this real-world timetabling problem. We present a complete mathematical formulation of it, and we explain all the constraints resulting from the situation in Eindhoven. We solve the problem using lexicographical optimization with four subprob-lems. For all four subproblems, an elegant integer linear programming model is given which easily can be put into CPLEX. Finally, we report on our computational experiments and results around the Eindhoven real-world data.
机译:TU eindhoven的工业设计部门的学生通过从巨大的课程池中选择课程来设计其课程的一部分。他们通过递交有序的偏好列表,以便即将到来的时间段。基于此信息(以及许多其他限制),该部门将向学生分配课程。直到最近,分配由人类调度员计算,他们使用了相当简单的贪婪方法。然而,在2005年,学生人数大幅增加,因此,贪婪的方法不再产生可接受的结果。本文讨论了这个现实世界时间表问题的解决方案。我们提出了一个完整的数学制定,我们解释了埃因霍温的情况导致的所有约束。使用具有四个子项目lems的词典优化来解决问题。对于所有四个子问题,给出了优雅的整数线性编程模型,可以轻松放入CPLEX中。最后,我们报告了我们的计算实验并在埃因霍温现实世界数据周围结果。

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