交通综合体的情景建模问题

S. Savushkin
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引用次数: 2

摘要

本文描述了在俄罗斯经济结构多样化的情况下,运输综合体发展的计算模型。模型是一组描述主题领域数值特征的变量和一组与变量值相关的依赖项。该模型旨在解决长期和中期的功能问题,例如:确定特定运输方式的运输需求的规模和结构;评估一般经济性质因素(美元汇率、主要产品种类的价格水平等)、有关经济部门的经济状况(产量、产品价格等)对各类运输的业绩指标的影响;此外,还要评估一种特定运输方式的状况对各部门绩效和整体经济的影响;根据对国内经济形势变化的预测、有关经济部门的发展动态和相互竞争的运输方式,确定每一种运输方式的发展前景。这些问题的解决是基于对未来运输发展的各种方案选择的分析和对通过某些决定可能产生的后果的评估。该模型用于某大型运输公司的运输状况预测和活动规划。该情景由模型的外生变量的值给出。提出了一种为运输综合体创建基于场景的建模系统的方法,该系统支持分层结构,以形成计算问题,并给出了各种开发场景的解决方案示例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Problems of Scenario Modeling of the Transport Complex
The article describes a calculation model for the development of the transport complex in the diversified structure of the Russian economy. The model is a set of variables describing the numerical characteristics of the subject area and a set of dependencies that relate the values of variables. The model is designed to solve functional problems of the long and medium-term, such as: determining the size and structure of demand for transportation by a specific mode of transport; assessment of the influence of factors of a general economic nature (dollar exchange rate, price level for the main types of products, etc.), the economic situation in related sectors of the economy (production volumes, product prices, etc.) on the performance indicators of individual types of transport ; and also, an assessment of the impact of the state of a particular type of transport on the performance of sectors and on the economy as a whole; determining the prospects for the development of each type of transport based on forecasts of changes in the economic situation in the country, the dynamics of the development of related sectors of the economy and competing modes of transport. The solution to these problems is based on an analysis of scenario options for the development of transport for the future and an assessment of the possible consequences of the adoption of certain decisions. The model was used to predict the transport situation and plan the activities for a large transport company. The scenario is given by the values of the exogenous variables of the model. An approach to creating a scenario-based modeling system for a transport complex supporting hierarchical structures for the formation of computational problems, examples of their solution for various development scenarios is presented.
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