Stability Analysis for Parameterized Equilibria with Conic Constraints

Helmut Gfrerer, Boris S. Mordukhovich

We consider parameterized equilibria governed by generalized equations
whose multivalued parts are modeled via regular normals to nonconvex conic constraints.
The main goal is to derive sufficient conditions for a certain Lipschitzian behavior of
the solution maps like calmness or the Aubin property.