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Error Bounds, Critical Solutions and Numerical Methods for Smooth and Nonsmooth Optimization and Equilibrium Problems

Projektnummer

0059419

Zusammenfassung

An important issue of the project is the study of local error bounds and critical solutions of optimization and variational problems. Local Lipschitzian error bounds play the key role for the design and analysis of Newton-type methods with fast local convergence if the problem at hand has nonisolated solutions. Therefore, it is planend to extend the knowledge about conditions for the existence of error bounds for new problem classes. This will be a basis for the development of algorithmic techniques enabling local superlinear convergence in the case of nonisolated solutions. Research w...

Projektinformationen

Status:

Beendet

Startdatum:

01.10.2016

Enddatum:

30.09.2019

Fördersumme:

261.887 €

Profilbereich:

Gesellschaftliche Transformationen

Förderinitiative:

Trilaterale Partnerschaften - Kooperationsvorhaben zwischen Wis- senschaftler(inne)n aus der Ukraine, Russland und Deutschland