DD17 Strobl
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M09   Subspace Correction Methods

Organizers

Abstract

Subspace correction methods are well established as a unifying framework for multigrid and domain decomposition. It also serves as a powerful tool both for the construction and the analysis of efficient iterative solvers for discretized partial differential equations.
This minisymposium will provide an overview on recent results in this field with special emphasis on linear and nonlinear systems.

List of speakers

Thu, 6 July, Room: Buerglsaal
Chair: Ralf Kornhuber

M09-1 16:00-16:25 Carsten Gräser:
Non-smooth Newton methods for set-valued saddle point problems
M09-2 16:30-16:55 Ralf Forster:
Fast and Reliable Pricing of American Options With Local Volatility
M09-3 17:00-17:25 Qiya Hu:
A New Kind of Multilevel Preconditioner for Interface Operator Arising from Domain Decomposition
M09-4 17:30-17:55 Weiying Zheng:
An adaptive multilevel method for time-harmonic Maxwell equations with singularities
M09-5 18:00-18:25 Ralf Hiptmair:
Auxiliary Space Preconditioning in H(curl;Ω)

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