Nonlinear integer transportation problem with additional supply and consumption points

An iterative decomposition method based on the sequential solution of two-dimensional problems subject to constraints from different groups is successfully applied to the case of integer transportation problems with convex objective functions and ascribed suppliers and consumers is proposed. Through...

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Published in:Journal of computer & systems sciences international Vol. 54; no. 1; pp. 86 - 92
Main Authors: Esenkov, A. S., Leonov, V. Yu, Tizik, A. P., Tsurkov, V. I.
Format: Journal Article
Language:English
Published: Moscow Pleiades Publishing 2015
Springer Nature B.V
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Abstract An iterative decomposition method based on the sequential solution of two-dimensional problems subject to constraints from different groups is successfully applied to the case of integer transportation problems with convex objective functions and ascribed suppliers and consumers is proposed. Through the introduction of new variables, it has been possible to extend the constructions of the algorithm in which the central point is the solution of optimization problems with two constraints. A detailed analysis of these problems is presented in the present paper.
AbstractList An iterative decomposition method based on the sequential solution of two-dimensional problems subject to constraints from different groups is successfully applied to the case of integer transportation problems with convex objective functions and ascribed suppliers and consumers is proposed. Through the introduction of new variables, it has been possible to extend the constructions of the algorithm in which the central point is the solution of optimization problems with two constraints. A detailed analysis of these problems is presented in the present paper.
Author Leonov, V. Yu
Esenkov, A. S.
Tsurkov, V. I.
Tizik, A. P.
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  givenname: V. I.
  surname: Tsurkov
  fullname: Tsurkov, V. I.
  organization: Dorodnicyn Computing Center, Russian Academy of Sciences
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Cites_doi 10.1023/A:1014794115686
10.1134/S0005117912010109
10.1134/S1064230714030071
10.1134/S106423071304014X
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Issue 1
Keywords Coupling Variable
Transportation Problem
System Science International
Transportation Type
Dimensional Problem
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Snippet An iterative decomposition method based on the sequential solution of two-dimensional problems subject to constraints from different groups is successfully...
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StartPage 86
SubjectTerms Algorithms
Computer science
Consumers
Consumption
Control
Engineering
Integers
Mathematical analysis
Mathematical models
Mechatronics
Nonlinear programming
Numbers
Optimization
Optimization algorithms
Robotics
Studies
Suppliers
Systems Analysis and Operations Research
Transportation problem
Transportation problem (Operations research)
Variables
Title Nonlinear integer transportation problem with additional supply and consumption points
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