Title of article :
A New Constraint Qualification for Vector Semi-Infinite Problem
Author/Authors :
Karimi, K Mahalat branch - Islamic Azad University , Sadeghieh, A Yazd branch - Islamic Azad University
Abstract :
This paper deals with a class of vector semi-infinite op-timization problems with differentiable data and arbitrary index set of inequality constraints. A suitable constraint qualification and a new
extension of invexity are introduced, and the weak and strong Karush-
Kuhn-Tucker type optimality conditions are investigated.
Keywords :
Optimality conditions , vector semi-infinite programming , constraint qualification , invex function
Journal title :
Astroparticle Physics
