Characterization of solution sets of geodesic convex semi-infinite programming on Riemannian manifolds
Applied Set-Valued Analysis and Optimization · 2023
This paper is concerned with the problem of geodesic convex semi-infinite programming on Riemannian manifolds.First, we establish Karush-Kuhn-Tucker necessary optimality conditions for optimal solutions under the Guignard constraint qualification.Then, some characterizations of the solution sets of convex smooth semi-infinite programming on Riemannian manifolds are given.