The FETI and Neumann-Neumann families of iterative substructuring methods are among the best known and most severely tested domain decomposition methods for elliptic partial differential equations. The minisymposium will cover new theoretical and computational developments with applications in fluid and structural mechanics and acoustic scattering.
Organizer: Axel Klawonn
<axel.klawonn@uni-essen.de>
Kendall Pierson
Sandia National Laboratory
Olof B. Widlund
Courant Institute
The minisymposium is held in 3 sessions.
Tuesday, July 22 11:00 - 12:40 Lecture Room
- An Iterative Domain Decomposition Method for the Solution of a Class of Indefinite Problems in Computational Structural Dynamics
(TM116)
Charbel Farhat
(United States)
; Jing Li
- Selecting Primal Constraints for FETI-DP Algorithms for Linear Elasticity
(TM151)
Olof B. Widlund
(United States)
; Axel Klawonn; Oliver Rheinbach
- The FETI Based Domain Decomposition Method for Solving 3D-Multibody Contact Problems with Coulomb Friction
(TM051)
Download article as pdf-file, 0.1 MB
Radek Kucera
(Czech Republic)
; Jaroslav Haslinger ; Zdenek Dostal
- A FETI-DP Method for the Stokes Problems on Nonmatching Grids
(TM042)
Download article as pdf-file, 0.1 MB
Hyeahyun Kim
(Korea, Republic of)
; Chang-Ock Lee
Wednesday, July 23 11:00 - 12:40 Lecture Room
- Parallel FETI Algorithms for Mortars
(TM039)
Download article as pdf-file, 0.1 MB
Dan Stefanica
(United States)
- Some Computational Results for Dual-Primal FETI Methods for Three Dimensional Elliptic Problems
(TM106)
Download article as pdf-file, 0.1 MB
Oliver Rheinbach
(Germany)
; Axel Klawonn; Olof B. Widlund
- An Hybrid Domain Decomposition Method
(TM036)
Christian Rey
(France)
; Pierre Gosselet
- A Family of FETI-Derived Preconditioners for the Primal Substructuring Method: Application to Multiple Right-Hand Side Problems and Implicit Dynamic Analysis
(TM067)
Yannis Fragakis
(Greece)
; Manolis Papadrakakis
Friday, July 25 9:00 - 10:40 Lecture Room
- A Dual-Primal FETI Method with Face Constraints for Mortar Discretization of Elliptic Problems
(TM119)
Max Dryja
(Poland)
; Olof B. Widlund
- A FETI-DP Method for the Mortar Discretization of Elliptic Problems with Discontinuous Coefficients
(TM012)
Download article as pdf-file, 0.1 MB
Wlodek Proskurowski
(United States)
; Max Dryja
- FETI and Neumann-Neumann Preconditioners for hp Finite Element Approximations on Anisotropic Meshes: Algorithms and Theory
(TM013)
Andrea Toselli
(Switzerland)
; Xavier Vasseur
- FETI and Neumann-Neumann Preconditioners for hp Finite Element Approximations on Anisotropic Meshes: Numerical Validation
(TM015)
Xavier Vasseur
(Switzerland)
; Andrea Toselli
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