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Strong stability and strong quasistability of vector trajectorial problem of lexicographic optimization
Authors: V.A. Emelichev, R.A. Berdysheva
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Abstract
Two types of stability of the lexicographic set for the multicriteria problem on a system of subsets of a finite set with the vector criterion of the most general kind are investigated. Lower bounds of stability radii have been found for the case where Chebyshev norm was defined in the space of vector criterion parameters.R.Berdysheva, V.Emelichev,
Department of Mechanics and Mathematics,
The Belarus State University,
pr. F.Skoriny 4, Minsk,
220050, Belarus
Department of Mechanics and Mathematics,
The Belarus State University,
pr. F.Skoriny 4, Minsk,
220050, Belarus
Fulltext
– 0.16 Mb
Contents
- Arithmetically Controlled H Systems
- Strong stability and strong quasistability of vector trajectorial problem of lexicographic optimization
- Model of inherent mechanisms of perception
- High level of synthesis parallel problem-oriented TS - coordinated digital computing systems
- Macroeconomic development model for the national economy (second extension)
- An Overview of a PC Based Data Acquisition System
