The aim of the current study is to research and analyze a model for multi-objective optimization according to Pareto principle of business interactions between participants in a production cluster. Multi-objective optimization has non-uniform equivalent criteria. Present paper presents theoretical postulates related to finding the most appropriate business interactions in such a cluster - network of Enterprises subcontractors, production clusters, and optimal business interactions.
REFERENCES
1.
Velev
Ivan
, Application on mathematical methods in ikonomicata and planned for industrial production, VII “K. Marks”
, Sofia
, 1965
. c. 31
–32
2.
Dochev
D.
, Atanasov
B.
, Linear multicriteria problem with uncertainty. YEAR IU
, № 70
, 1998
, c. 144
–165
3.
Yu.K.
Mashunin
, Methods and models of vector optimization, Moscow
, Nauka
, 1986
, c. 52
–58
4.
Zhukovskii
, WI
, Salukkadze
, ME
, Methods of decision one clas multicriterial linear task
, Institute of System Controls AN GSSR
, 1983
. - 1
–2
c.5.
Coello
, C. A. C.
, D. A.
Van Veldhuizen
, and G. B.
Lamont
. 2002
. Evolutionary Algorithms for Solving Multi-Objective Problems, Volume 242
. Springer
6.
Hu
, J.
, Y.
Wang
, E.
Zhou
, M. C.
Fu
, and S. I.
Marcus
. 2012
. “A Survey of Some Model-Based Methods for Global Optimization
”. In Optimization, Control, and Applications of Stochastic Systems
, 157
--179
. Springer7.
Marler
, R. T.
, and J. S.
Arora
. 2010
. “The Weighted Sum Method for Multi-Objective Optimization: New Insights
”. Structural and Multidisciplinary Optimization
41
(6
): 853
—862
8.
Parsopoulos
, K. E.
, and M. N.
Vrahatis
. 2008
. “Multi-Objective Particles Swarm Optimization Approaches
”. Multi-Objective Optimization in Computational Intelligence: Theory and Practice
:20
—42
9.
Zlochin
, M.
, M.
Birattari
, N.
Meuleau
, and M.
Dorigo
. 2004
. “Model-Based Search for Combinatorial Optimization: A Critical Survey
”. Annals of Operations Research
131
(1-4
): 373
--395
This content is only available via PDF.
© 2018 Author(s).
2018
Author(s)