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On some optimality principles in multicriterial problems
Computational Mathematics and Modeling, 1999zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Multicriterial Optimization in Production and Management
1994A general form of the multicriterial optimization problem (MOP) is A definition of a “decision” MOP is determined by interrelations of criteria (unordered, partially ordered, linearly ordered). For given MOP we determine an associated approximate MOP (AMOP). If Q* of 8-optimal plans of associated AMOP is defined.
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Multicriterial Optimal Control of Dynamic Multiconnected System
1992Linear dynamic system consisted of interconnected subsystems is considered. The quality of behavior of each subsystem is characterized by quadratic integral criterion. The problem of multicriterial optimal control synthesis in such systems is formulated and solved in the paper.
B. V. Pelzwerger, Yu. B. Shtessel
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Optimal comprimising within a multicriterial conflict zone
European Journal of Operational Research, 1988Abstract In this paper we elaborate on the possibility to secure an efficient compromise objectively and expediently, given a multicriterial conflict zone encompassing the relevant decision making latitude in all objective dimensions. In our approach we propose a combination of the conflict zone framework, the Belenson-Kapur algorithm and the method ...
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Multicriterial optimization of information granules in fuzzy If-Then rules
2018Investigation of trade-off between characteristics of information granules for construction of fuzzy rule-based model is challenging scientific problem. Main optimization requirement in information granules estimation (antecedent and consequent parts of fuzzy rules) are cardinality which characterizes justifiability (reliability) of information ...
Aliev, R.A. +2 more
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On Application of Multicriterial Optimization in Partical Beam Control Problem
IFAC Proceedings Volumes, 2000Abstract In this paper multicriterial approach to solving problem of particle beam dynamics control is considered. Numerical algorithm of approximate Pareto set constructing is worked out. This algorithm is realized in computer code. Optimization results for concrete device are presented.
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Optimal location choice by the use of multicriterial transportation problem
1990This paper considers the problem of location choice for such production system where the basic location factors are transportation costs, production costs and duration of transport. The additional factors are bottleneck time, building costs, infrastructure costs, expansion and transportation possibilities.
Babić, Zoran, Pavić, Ivan
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