An extended bilevel programming model and its kth-best algorithm for dynamic decision making in emergency situations

Hong Zhou, Jie Lu, Guangquan Zhang
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引用次数: 1

Abstract

Linear bilevel programming has been studied for many years and applied in different domains such as transportation, economics, engineering, environment, and telecommunications. However, there is lack of attention of the impacts on dynamic decision making with abrupt or unusual events caused by unpredictable natural environment or human activities (e.g. Tsunami, earthquake, and malicious or terrorist attacks). In reality these events could happens more often and have more significant impacts on decision making in an increasingly complex and dynamic world. This paper addresses this unique problem by introducing a concept of Virtual Follower (VF). An extended model of bilevel multi-follower programming with a virtual follower (BLMFP-VF) is defined and the kth-best algorithm for solving this problem is proposed. An example is given to illustrate the working of the extended model and approach.
紧急情况下动态决策的扩展双层规划模型及其第k优算法
线性双层规划已被研究多年,并在交通、经济、工程、环境和电信等领域得到了广泛的应用。然而,由于不可预测的自然环境或人类活动(如海啸、地震、恶意或恐怖袭击)引起的突发或异常事件对动态决策的影响缺乏关注。在现实中,在一个日益复杂和动态的世界中,这些事件可能会更频繁地发生,并对决策产生更重大的影响。本文通过引入虚拟跟随者(VF)的概念来解决这个独特的问题。定义了带虚拟follower的二层多follower规划扩展模型(BLMFP-VF),并给出了求解该问题的第k优算法。最后通过一个实例说明了扩展模型和方法的工作原理。
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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