Approximate Solution in Vector Optimization Problems via Nonlinear Scalar Characterization
WU Haiqin
Abstract：The paper proposed a new class of (C,ε)-(weak) efficient solution basis on co-radiant set and discussed ,some properties of these solutions .This paper is to study relations between the approximate solutions in vector optimization problems ,defined by Kutateladze and the new (weak) effective solutions, and the δq-( weak ) effective solutions′s sufficient condition is obtained by monotonous scalarization means.
Keywords：approximate solution(Cε)-(weak) efficient solutionnon-linear scalarization
Publication Date：2016-01-01
Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)
Pages：3( 288-290 )