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MS11
Space Decomposition and Subspace Correction Methods for Linear and Nonlinear Problems
 
Domain decomposition and multigrid methods can be interpreted as space decomposition and subspace correction methods. There are different ways to extend these methods to different nonlinear problems - physical problems with nonlinear differential operators and with constraints over the solutions. The purpose of this minisymposium is to bring people in this research direction to present new results and discuss new progresses.

Organizer: Xue-Cheng Tai <tai@mi.uib.no>

Jinchao Xu
Pensylvania state university, USA

The minisymposium is held in 1 session.

Thursday, July 24   16:00 - 18:05   Room 049

  1. On a Multilevel Schwarz Method for the Constraint Minimization of non-Quadratic Functionals (TM095)
    Lori Badea (Romania)
  2. Hierarchical Decomposition of Domains with Fractures (TM130)
    Ralf Kornhuber (Germany) ; Susanna Gebauer ; Harry Yserentant
  3. Nonlinear Positive Intepolation Operators for Analysis with Multilevel Grids (TM091) Download article as pdf-file, 0.1 MB
    Xue-Cheng Tai (Norway)
  4. Anisotropic grid adaptation and multigrid methods (TM139) Download article as pdf-file, 0.2 MB
    Jinchao Xu (United States) ; Long Chen; Pengtao Sun
  5. A Convergent Algorithm for Time Parallelization Applied to Reservoir Simulation (TM115) Download article as pdf-file, 0.2 MB
    Izaskun Garrido (Norway) ; Magne S. Espedal; G. E. Fladmark
 
Download all abstracts of the minisymposium as pdf-file, 65.5 KB.


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