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Grossmann, Christian - Fachrichtung Mathematik, Technische Universität Dresden
A General Class of Penalty/Barrier Path-Following Newton Methods for Nonlinear Programming
General Primal-Dual Penalty/Barrier Path-Following Newton Methods for Nonlinear Programming
783540 7158259 ISBN 978-3-540-71582-5
Technische Universitat Dresden Dresden, Marz 2011 Institut fur Numerische Mathematik
DIFFERENTIABLE LOCAL BARRIER-PENALTY PATHS
IMPLICIT TAYLOR METHODS FOR PARABOLIC EQUATIONS WITH JUMPS IN DATA
Elliptic Control by Penalty Techniques with Control Christian Grossmann, Holger Kunz, Robert Meischner
Discussiones Mathematicae Differential Inclusions, Control and Optimization 27 (2007) 2341
Technische Universitt Dresden Stand: 7. April 2011 Institut fr Numerische Mathematik
Convergence of Primal-Dual Solutions for the Nonconvex Log-Barrier Method without LICQ
FEM-based reconstruction of sound pressure field damped by partially absorbing boundary conditions
Implicit Taylor Methods for Parabolic Problems with Nonsmooth Data and Applications to Optimal Heat Control
Convergence of Penalty Methods in Optimal Control
Systeme 1. Ordnung mit konstanten Koeffizienten y1 = a11y1 + . .. + a1nyn + r1(x)
Prof. Dr. Ch. Gromann WS 2009/10 Fachrichtung Mathematik
