Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Numerical measure of strong stability and strong quasistability in the vector problem of integer linear programming
Authors: V.A. Emelichev, Y.V. Nikulin
– 0.14 Mb
Abstract
In this paper we consider a vector integer programming problem with the linear partial criteria. Numerical evaluations of two types of stability of the Pareto set have been found.V.A. Emelichev, Y.V. Nikulin,
Belorussian State University
ave. F.Skoriny, 4,
Minsk 220050 Belarus
e-mail:
Belorussian State University
ave. F.Skoriny, 4,
Minsk 220050 Belarus
e-mail:
Fulltext
– 0.14 Mb
Contents
- Remarks on Some Newton and Chebyshev-type Methods for Approximation Eigenvalues and Eigenvectors of Matrices
- Regional Computer Networks: Research Aspects, Solutions
- Data acquisition with direct memory access
- Canonical bases for subalgebras of factor algebras
- Intelligent tecnology of information analysis and quantitative evaluation of condition with preliminary and inaccurate data of current observations
- Decision support system for vehicle scheduling
- Numerical measure of strong stability and strong quasistability in the vector problem of integer linear programming
- Experimental results on quadratic assignment problem
- A general equilibrium evaluation of trade policy changes in Moldova Republic
- Abstracts of PH. D. Theses
