具有时间窗、异构车队和出行助手的有能力校车路线问题

Ozioma Paul, J. Handl, Manuel López-Ibáñez
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引用次数: 0

摘要

校车路线问题(SBRP)是一个众所周知的优化问题的例子,在这个问题中,给定各种可行的解决方案来解决学生上学的问题,我们寻求一个最优的解决方案。英国有超过130万名学生有特殊教育需求,对教育界包容性的需求也在不断增长,创建最佳和包容性的校车路线对于促进这种包容性至关重要。标准SBRP是一个高度受限的问题。当考虑到特殊教育需要和残疾学生(SEND)的需求时,问题变得更加复杂和受限。在本研究中,我们描述了一个捕获SEND特定要求的SBRP公式,满足异构车队,混合骑行,时间窗口以及为有特殊需求的学生使用旅行助手。然后,我们提出初步的结果,调查了一个元启发式的性能和一个精确的方法,在现实生活中的案例研究的背景下。我们的发现表明,当实例数量增加时,精确解算器很快就会变得不可行。这激发了解决这个问题的元启发式方法的发展。我们的结果鼓励进一步研究优化校车路线算法,以受益于精确和启发式求解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Capacitated School Bus Routing Problem with Time Windows, Heterogeneous Fleets and Travel Assistants
The School Bus Routing Problem (SBRP) is a well-known example of an optimization problem in which, given a variety of feasible solutions to the problem of transporting pupils to school, we seek out an optimal solution. With over 1.3 million students in England having special education needs and a growing demand for inclusion in the educational community, creating optimal and inclusive school bus routes is essential to promoting this inclusion. The standard SBRP is a highly constrained problem. When considering the needs of pupils with Special Educational Needs and Disabilities (SEND), the problem becomes even more complex and constrained. In this study, we describe an SBRP formulation capturing SEND specific requirements, catering for heterogeneous fleets, mixed riding, time windows and the use of travel assistants for pupils with special needs. We then present preliminary results investigating the performance of a meta-heuristic and an exact approach, in the context of a real-life case study. Our findings show that when the number of instances increases, exact solvers very rapidly become unworkable. This motivates the development of metaheuristic approaches to this problem. Our results encourage additional research into optimizing school bus routing algorithms to benefit from both precise and heuristic solvers.
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