COMPARATIVE ANALYSIS OF DIFFERENT TYPES OF STABILITY WITH RESPECT TO CONSTRAINTS OF A VECTOR INTEGER-OPTIMIZATION PROBLEM

T. T. Lebedeva; T. I. Sergienko

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COMPARATIVE ANALYSIS OF DIFFERENT TYPES OF STABILITY WITH RESPECT TO CONSTRAINTS OF A VECTOR INTEGER-OPTIMIZATION PROBLEM

机译：关于向量整数优化问题约束的不同类型稳定性的比较分析

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摘要

The problem of finding the Pareto set among integer points of a convex polyhedron is considered in the paper. Various types of stability of this multicriterion problem to changes of initial data under constraints are analyzed. Necessary and sufficient conditions for different types of stability with respect to constraints are obtained.

机译：本文考虑了在凸多面体的整数点之间找到帕累托集的问题。分析了该多准则问题对约束条件下初始数据变化的各种稳定性。获得了关于约束的不同类型的稳定性的充要条件。

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来源
《Cybernetics and Systems Analysis》 |2004年第1期|p.52-57|共6页
作者
T. T. Lebedeva; T. I. Sergienko;
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作者单位

V. M. Glushkov Institute of Cybernetics, National Academy of Sciences of Ukraine, Kiev;

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收录信息美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类自动化技术、计算机技术;
关键词
multicriteriality; vector discrete optimization; integer variables; stability with respect to constraints;

机译：多准则;向量离散优化;整数变量;约束稳定性;

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COMPARATIVE ANALYSIS OF DIFFERENT TYPES OF STABILITY WITH RESPECT TO CONSTRAINTS OF A VECTOR INTEGER-OPTIMIZATION PROBLEM

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