[PDF][PDF] On bilevel optimization problems in infinite-dimensional spaces
F Harder - 2020 - opus4.kobv.de
In this thesis we consider bilevel optimization problems in infinite-dimensional spaces. In
particular, we are interested in providing first-order necessary optimality conditions. We …
particular, we are interested in providing first-order necessary optimality conditions. We …
No-gap second-order conditions under -polyhedric constraints and finitely many nonlinear constraints
G Wachsmuth - arXiv preprint arXiv:1902.07750, 2019 - arxiv.org
We consider an optimization problem subject to an abstract constraint and finitely many
nonlinear constraints. Using the recently introduced concept of $ n $-polyhedricity, we are …
nonlinear constraints. Using the recently introduced concept of $ n $-polyhedricity, we are …