Entropy as an Objective Function of Optimization Multimodal Transportations

• Main Authors: Oleg Bazaluk, Sergiy Kotenko, Vitalii Nitsenko
• Format: Article
• Language: English
• Published: MDPI AG 2021-07-01
• Series: Entropy
• Subjects: entropy method; multimodal transportations; mathematical model; transportation risks; various criteria optimization; fuzzy
• Online Access: https://www.mdpi.com/1099-4300/23/8/946

This article considers the use of the entropy method in the optimization and forecasting of multimodal transport under conditions of risks that can be determined simultaneously by deterministic, stochastic and fuzzy quantities. This will allow to change the route of transportation in real time in an optimal way with an unacceptable increase in the risk at one of its next stages and predict the redistribution of the load of transport nodes. The aim of this study is to develop a mathematical model for the optimal choice of an alternative route, the best for one or more objective functions in real time. In addition, it is proposed to use this mathematical model to estimate the dynamic change in turnover through intermediate transport nodes, forecasting their loading over time under different conditions that also include long-term risks which are significant in magnitude. To substantiate the feasibility of the proposed mathematical model, the analysis and forecast of cargo turnover through the seaports of Ukraine are presented, taking into account and analysing the existing risks.