Optimal path in dynamic and stochastic networks

Tahar Berradia, J. Mouzna
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Abstract

In transportation, the path finding problem is usually defined as the Shortest Path (SP) problem in deterministic terms (distance, deterministic cost, etc.). However, in real life situation, many information are uncertainty (travel time, travel cost or combination of criteria). In this paper we present a formulation for the multi-objective paths problem in dynamic and stochastic networks. In order to solve this problem a procedure integrating stochastic simulation and genetic algorithm proposed by Chen in [15] is applied and some numerical examples are given to validate our idea.
动态和随机网络中的最优路径
在交通运输中,寻路问题通常被定义为确定性条件下的最短路径(SP)问题(距离、确定性成本等)。然而,在现实生活中,许多信息是不确定的(旅行时间、旅行成本或标准的组合)。本文给出了动态和随机网络中多目标路径问题的一个公式。为了解决这一问题,采用了Chen在[15]中提出的随机模拟和遗传算法相结合的方法,并给出了一些数值算例来验证我们的想法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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