Regularity and strong sufficient optimality conditions in differentiable optimization problems
Abderrahim Jourani · Numerical Functional Analysis and Optimization · 1993
This paper studies the metric regularity of multivalued functions on Banach spaces, tangential approximations of the feasible set and strong sufficient optimality conditions of a parametrized optimization problem minimize The results are applied to the tangent approximations and the local stability properties of solutions of this perturbed optimization problem.