Seminarium, Numerisk analys

Kalenderhändelser saknas för aktuell period.

Kommande kalenderhändelser:

• Giampaolo Mele: Krylov methods for nonlinear eigenvalue problems and matrix equations

  28 nov

  Seminarium, Numerisk analys

  torsdag 2019-11-28, 14.15 - 15.00

  Medverkande: Giampaolo Mele, KTH

  Plats: KTH, F11

  2019-11-28T14:15:00.000+01:00 2019-11-28T15:00:00.000+01:00 Giampaolo Mele: Krylov methods for nonlinear eigenvalue problems and matrix equations (Seminarium, Numerisk analys) KTH, F11 (KTH, Stockholm, Sweden)Giampaolo Mele: Krylov methods for nonlinear eigenvalue problems and matrix equations (Seminarium, Numerisk analys)

• Mathias Anselmann: Application of higher order Galerkin-collocation time discretizations to waves and the Navier-Stokes equations with outlook towards Cut-FEM

  12 dec

  Seminarium, Numerisk analys

  torsdag 2019-12-12, 13.15 - 14.00

  Medverkande: Mathias Anselmann, Helmut Schmidt University, Hamburg

  Plats: KTH, F11

  2019-12-12T13:15:00.000+01:00 2019-12-12T14:00:00.000+01:00 Mathias Anselmann: Application of higher order Galerkin-collocation time discretizations to waves and the Navier-Stokes equations with outlook towards Cut-FEM (Seminarium, Numerisk analys) KTH, F11 (KTH, Stockholm, Sweden)Mathias Anselmann: Application of higher order Galerkin-collocation time discretizations to waves and the Navier-Stokes equations with outlook towards Cut-FEM (Seminarium, Numerisk analys)

• Barbara Verfürth: Numerical homogenization of nonlinear multiscale diffusion problems

  12 mar

  Seminarium, Numerisk analys

  torsdag 2020-03-12, 14.15 - 15.00

  Medverkande: Barbara Verfürth, University of Augsburg

  Plats: Room F11, Lindstedtsvägen 22, våningsplan 2, F-huset, KTH Campus.

  2020-03-12T14:15:00.000+01:00 2020-03-12T15:00:00.000+01:00 Barbara Verfürth: Numerical homogenization of nonlinear multiscale diffusion problems (Seminarium, Numerisk analys) Room F11, Lindstedtsvägen 22, våningsplan 2, F-huset, KTH Campus. (KTH, Stockholm, Sweden)Barbara Verfürth: Numerical homogenization of nonlinear multiscale diffusion problems (Seminarium, Numerisk analys)