Mathematical modeling in optimization of telecommunication networks

Authors

  • L.M. Kolechkina Department of Documentation and Information Activities in IT Economic Systems Poltava University of Economics and Trade
  • O.S. Pichugina Department of Applied Mathematics Kharkiv National University of Radio Electronics

Keywords:

a telecommunications network, information transmission, the network load quality coefficient, the structural permutation graph, the general permutation set, the boolean set, combinatorial optimization

Abstract

The paper presents a mathematical model of a two-criteria problem of optimization of speed and quality for information transmission in telecommunications networks. It is a constrained linear model over a composite image of the general permutation set and the boolean set. It can be solved by standard combinatorial optimization techniques such as the combinatorial cutting method. Also, optimization on graphs is applicable in this case, since it is simulated on both - the structural permutation graph and the hypercube graph.

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Published

2016-05-28

Issue

2016: INFORMATION TECHNOLOGIES AND COMPUTER MODELLING proceedings of the International Scientific Conference

Section

Section 6 Components, computer systems and networks architectonics