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Sensitivity analysis of a railway station track layout with respect to a given timetable

机译:相对于给定时间表的铁路轨道布局敏感性分析

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An important step in the process of designing a railway station track layout is the verification of the robustness of the layout with respect to the timetables it is based on. For this purpose we develop in this paper an algorithm to randomly perturb a given timetable such that the perturbation is feasible and has the same structure as the given timetable. Mathematically, in this paper we study the problem of, given a set of integer variables and a set of binary relations stating minimal and maximal differences between the variables, to generate solutions uniformly at random. The algorithm involves the simulation of a Markov chain whose state space is a particular subset of the set of feasible timetables and whose limiting and equilibrium distribution is the uniform distribution. Whereas this idea seems simple, some technical pitfalls need to be overcome to make it sound.
机译:设计火车站轨道布局过程中的重要一步是相对于其所基于的时间表验证布局的稳健性。为此,我们在本文中开发了一种算法,可以随机扰动给定的时间表,这样扰动是可行的,并且具有与给定时间表相同的结构。在数学上,本文研究了以下问题:给定一组整数变量和一组二进制关系,这些变量说明变量之间的最小和最大差异,以随机产生均匀的解。该算法涉及马尔可夫链的仿真,其状态空间是可行时间表集合的特定子集,其极限和平衡分布是均匀分布。尽管这个想法看起来很简单,但需要克服一些技术陷阱才能使其听起来合理。

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