Regularity conditions in vector optimization (1999)

by G Bigi, M Pappalardo
Venue:Journal of Optimization Theory and Applications
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A Practical Optimality Condition Without Constraint Qualifications for Nonlinear Programming

by José Mario Martínez, Benar Fux Svaiter , 2001
"... A new optimality condition for minimization with general constraints is introduced. Unlike the KKT conditions, this condition is satisfied by local minimizers of nonlinear programming problems, independently of constraint qualifications. The new condition implies, and is strictly stronger than, ..."
Abstract - Cited by 1 (1 self) - Add to MetaCart
A new optimality condition for minimization with general constraints is introduced. Unlike the KKT conditions, this condition is satisfied by local minimizers of nonlinear programming problems, independently of constraint qualifications. The new condition implies, and is strictly stronger than, Fritz-John optimality conditions. Sufficiency for convex programming is proved.

A Practical Optimality Condition Without Constraint

by Qualifications For Nonlinear, Benar Fux Svaiter , 1999
"... A new optimality condition for minimization with general constraints is introduced. Unlike the KKT conditions, this condition is satisfied by local minimizers of nonlinear programming problems, independently of constraint qualifications. The new condition implies, and is strictly stronger than, ..."
Abstract - Add to MetaCart
A new optimality condition for minimization with general constraints is introduced. Unlike the KKT conditions, this condition is satisfied by local minimizers of nonlinear programming problems, independently of constraint qualifications. The new condition implies, and is strictly stronger than, Fritz-John optimality conditions. Sufficiency for convex programming is proved.