Projektnummer

0066512

Zusammenfassung

A concept of critical solutions of smooth equations, developed in the preceding project, and extending the related concept for equality-constrained optimization problems, turned out to be very useful for understanding stability properties of singular (and in particular nonisolated) solutions, as well as the behavior of Newton-type methods near them. The current project aims, in particular, at extensions of the criticality concept and related theories to new classes of variational problems, including equations with nonpolyhedral constraints, as well as problems with relaxed smoothness assumptio...