Solution Methods for Saddle Point Systems in Computational Mechanics

Organizers: Gene Golub (Stanford University), Rich Lehoucq (Sandia National Labs), John Shadid (Sandia National Labs), Ray Tuminaro (Sandia National Labs)
Support for the workshop was provided by the CSRI, Sandia National Labs.
 
 
 

Pavel Bochev	A discourse on regularization and finite element solution of saddle-point problems
Andy Wathen	Preconditioning for the saddle-point problems of incompressible fluid mechanics
Howard Elman	Preconditioning Strategies for Models of Incompressible Flow
Joe Pasciak	Iterative solution of symmetric saddle point problems
Gene Golub	A Preconditioner for Generalized Saddle Point Problems A Nonsymmetric Preconditioning for Saddle Point Problems
Chris Newman	Saddle point systems that arise in exponential integration of the incompressible Navier-Stokes equations
Dan Loghin	Schur Complement Preconditioners for Elliptic Systems of PDE
Dan White	Saddle Point Problems in Computational Electromagnetics
Valeria Simoncini	Block Preconditioners for mixed finite element formulations of the magnetostatic problem
Peter Arbenz	Multilevel preconditioners for solving eigenvalue problems occurring in the design of resonant cavities
Clark Dohrmann	Saddle Point Problems in Elasticity:  Motivation and Methods of Solution
Mark Adams	Algebraic multigrid methods for discretized saddle point problems with application to contact problems
Eric de Sturler	Preconditioners for Generalized Saddle-Point Problems
Chen Greif	Block Preconditioning for Saddle Point Linear Systems
Ray Tuminaro	Meros/TSF:  Block Preconditioning Software
Michael Saunders	Interior Methods for Optimization, with application to Maximum Entropy problems
Omar Ghattas	Saddle Point Systems in PDE-Constrained Optimization

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