MODEL OF TRAFFIC ROUTING IN A HETEROGENEOUS DISTRIBUTED INFORMATION SYSTEM

A. Kupin, R. Ivchenko, B. Poddubny
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Abstract

. The article presents a mathematical model of finding the optimal route and its cost in the presence of various routing requirements in a heterogeneous information and communication network of an arbitrary unstable structure, allowing for max-imum efficient use of network resources, reducing the number of blockages and traffic delays. Theoretical researches were been confirmed by modeling traffic routing using the example of a fragment of a heterogeneous network. The purpose of the study: the search for optimal traffic routing algorithms. Re-search methods: analysis, mathematical modeling. Scientific novelty: the routing algorithms presented in the article for the first time. Practical value: the mathemat-ical model and algorithms may be used in real conditions of data traffic routing.
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异构分布式信息系统中的流量路由模型
。本文提出了在任意结构不稳定的异构信息通信网络中,在存在各种路由需求的情况下,寻找最优路由及其成本的数学模型,以最大限度地利用网络资源,减少阻塞和流量延迟的数量。以异构网络的一个片段为例,对流量路由进行了建模,验证了理论研究的正确性。研究的目的:寻找最优的交通路由算法。研究方法:分析、数学建模。新颖性:本文首次提出的路由算法。实用价值:该数学模型和算法可用于实际的数据流量路由。
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