You are not logged in | log in

Wydział Matematyki, Informatyki i Mechaniki Uniwersytetu Warszawskiego

  • Skala szarości
  • Wysoki kontrast
  • Negatyw
  • Podkreślenie linków
  • Reset

Publications

Maksymilian Dryja

2016

  • Maksymilian Dryja and Piotr Krzyżanowski, Additive Schwarz Methods for DG Discretization of Elliptic Problems with Discontinuous Coefficient, in: Domain decomposition methods in science and engineering XXII, Springer Verlag, 2016.see in PBN

2014

2013

2012

2010

2008

2007

2006

2005

2004

  • Maksymilian Dryja, A Gantner, O Widlund and B Wohlmuth, Multilevel additive Schwarz preconditioner for nonconforming mortar finite element methods, Journal Of Numerical Mathematics 12 (1) 2004, p. 1–16.see in PBN
  • Maksymilian Dryja and W Proskurowski, A FETI-DP method for the mortar discretization of elliptic problems with discontinuous coefficients, in: Domain Decomposition Methods in Science and Engineeting, Springer Verlag, Berlin 2004.see in PBN

2003

2002

  • Maksymilian Dryja, A Dirichlet-Neumann algorithm for mortar saddle point problems., Bit Numerical Mathematics 42 (4) 2002, p. 740–752.see in PBN
  • Maksymilian Dryja, A Klawonn and O Widlund, Dual-primal FETI methods for three-dimensional elliptic problem with heterogeneous coefficients., Siam Journal On Numerical Analysis 40 (1) 2002, p. 159–179.see in PBN
  • Maksymilian Dryja, A Klawonn and O Widlund, Dual-primal FETI methods with face constraints., in: Recent Developments in Domain Decomposition Methods, Berlin, New York, Heildenberg 2002.see in PBN
  • Maksymilian Dryja and O Widlund, A FETI-DP methods for a mortar discretization of elliptic problems., in: Recent Developments in Domain Decomposition Methods, Berlin, New York, Heildenberg 2002.see in PBN
  • Maksymilian Dryja, X Cai and M Sarkis, RASHO: a restricted additive Schwarz preconditioner with harmonic overlap., in: Thirteenth International Conference on Domain Decomposition Methods, Barcelona 2002.see in PBN
  • Maksymilian Dryja, P Bjorstad and T Rahman, Efficient Schwarz methods for elliptic mortar finite element problems., in: Thirteenth International Conference on Domain Decomposition Methods, Barcelona 2002.see in PBN

2001

2000

  • Maksymilian Dryja, Petter Bjorstad and Talal Rahman, Additive Schwarz for anisotropic elliptic problems., in: The IMA Volumes in Mathematics and its Applications., Springer, New York, Berlin 2000.see in PBN