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RESEARCH PRODUCT
Regularity and strong sufficient optimality conditions in differentiable optimization problems
Abderrahim Jouranisubject
Mathematical optimizationControl and OptimizationOptimization problemMultivalued functionFeasible regionStability (learning theory)Banach spaceTangentComputer Science ApplicationsSignal ProcessingMetric (mathematics)Differentiable functionAnalysisMathematicsdescription
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.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 1993-01-01 | Numerical Functional Analysis and Optimization |