Title of article :
Abadie Type Constraint Qualifications and Optimality Conditions for Nonsmooth Multi-Objective Semi-Infinite Problems
Author/Authors :
Rezaee ، Ahmad Department of Mathematics - Payame Noor University (PNU)
Abstract :
This paper introduces several Abadie-type constraint qualifications and derives necessary optimality conditions in the Karush-Kuhn-Tucker for both weakly efficient solutions and efficient solutions of a nonsmooth multi-objective semi-infinite programming problem characterized by locally Lipschitz data. The findings are expressed in terms of the Micheal-Penot subdifferential.
Keywords :
Semi-Infinite optimization , Constraint qualification , Micheal-Penot subdifferential , Optimality condition
Journal title :
Control and Optimization in Applied Mathematics
Journal title :
Control and Optimization in Applied Mathematics
