SIMULATION OF TECHNOLOGICAL COMMUNICATION RANGE OF WORKS
- Authors: Egorova A.Y.1, Montlevichn V.M.2
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Affiliations:
- Department of Mathematics and Business Informatics, Samara State University, Samara, 443011, Russian Federation.
- the Dept. of Mathematics and Business Informatics, Samara State University, Samara, 443011, Russian Federation.
- Issue: Vol 5, No 8 (2014)
- Pages: 259-263
- Section: MATHEMATICAL AND INSTRUMENTAL METHODS OF ECONOMICS
- URL: https://journals.ssau.ru/eco/article/view/5578
- DOI: https://doi.org/10.18287/2542-0461-2014-0-8-259-263
- ID: 5578
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Abstract
At the present time, when the enterprises acute problem of optimization of working time, the question of studying complex modeling technological relations work as relevant as ever. Ease of implementation provides a network representation of a range of works, but of different types of interactions and relationships between individual works makes this task interesting for practical study. In this article the author examines the classification of the possible links between the works and describes the mathematical model of the relationship between work as a system of equations and inequalities with Boolean variables.
About the authors
A. Y. Egorova
Department of Mathematics and Business Informatics, Samara State University, Samara, 443011, Russian Federation.
Author for correspondence.
Email: morenov.sv@ssau.ru
V. M. Montlevichn
the Dept. of Mathematics and Business Informatics, Samara State University, Samara, 443011, Russian Federation.
Email: morenov.sv@ssau.ru
References
- Zubov N.N., Titov V.A. Modeling and optimization of technological processes: a tutorial. SPb., 2009.
- Kogan D.I., Fedossenko J.S. Problem: analysis of computational complexity, and polynomially solvable subclasses. Discrete mathematics. 1996. T. 8, no. 3. P. 135-147.
- Shterenzon V.A. Modeling process: lecture notes. Ekaterinburg, RGPPU, 2010.
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