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首页> 外文期刊>Journal of Advanced Mechanical Design, Systems, and Manufacturing >A layered network formulation for the safe walking route design problem
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A layered network formulation for the safe walking route design problem

机译:安全步行路线设计问题的分层网络公式

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摘要

This paper proposes a mathematical optimization model for designing safe walking routes for children from school to homes. We focus on the existing bi-objective model, the safe walking route design problem, which minimizes both the total walking risk and the total route distances for all children from school to home. The original problem assumes that the combined routes for all children forms a directed out-tree rooted at the school. However, making this assumption excludes solutions such as those involving cycles. This paper explores how to relax the assumption that the graph is an out-tree by using a layered network constructed from the original network. Using the layered network formulation, we obtain some solutions that have better objective values than those obtained by the original formulation when we strongly emphasize reducing the risk objective. The results also show that the new formulation produces the same out-tree solution when minimization of the risk objective and the distance objective are suitably balanced.
机译:本文提出了一种数学优化模型,用于设计从学校到家庭的儿童的安全步行路线。我们专注于现有的双目标模型,即安全的步行路线设计问题,该问题将所有儿童从学校到家庭的总步行风险和总路线距离最小化。最初的问题假设所有孩子的综合路线形成了扎根于学校的定向树。但是,进行此假设排除了诸如涉及周期的解决方案。本文探讨了如何通过使用从原始网络构造的分层网络来放宽该图是一棵外树的假设。当我们着重强调降低风险目标时,使用分层网络公式,我们可以获得一些比原始公式具有更好目标值的解决方案。结果还表明,当适当平衡风险目标和距离目标的最小值时,新公式会产生相同的树外解决方案。

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