Forschung

Neueste Arbeiten des Instituts

2012

	Complete electrode model in EEG: relationship and differences to the point electrode model
	Sampsa Pursiainen, Felix Lucka, Carsten Wolters
	Physics in Medicine and Biology pages 999--1017 vol. 57 num. 4 - february 2012 issn: 0031-9155  doi: 10.1088/0031-9155/57/4/999

	A reduced basis method for parameter optimization of multiscale problems
	Mario Ohlberger, Michael Schaefer
	Submitted to Algoritmy 2012, Conference on Scientific Computing, Vysoke Tatry, Podbanske, September 9-14, 2012 - april 2012

	Error control based model reduction for multiscale problems
	Mario Ohlberger
	FB 10 , Universität Münster num. 04/12 - N Preprint - april 2012

	The Localized Reduced Basis Multiscale Method
	Felix Albrecht, Bernard Haasdonk, Sven Kaulmann, Mario Ohlberger
	FB 10, University of Muenster num. 03/12 - N Preprint - april 2012

	Reduced Basis Approximation for Nonlinear Parametrized Evolution Equations based on Empirical Operator Interpolation
	Martin Drohmann, Bernard Haasdonk, Mario Ohlberger
	SIAM J. Sci. Comput. Society for Industrial and Applied Mathematics pages A937-A969 vol. 34 - 2012 issn: 1064-8275  doi: 10.1137/10081157X

	Homogenization of the degenerate two-phase flow equations
	Patrick Henning, Mario Ohlberger, Ben Schweizer
	FB 10 , Universität Münster num. 02/12 - N Preprint - april 2012

    more

  DUNE

DUNE, the Distributed and Unified Numerics Environment is a modular toolbox for solving partial differential equations with grid-based methods. It supports easy discretization using methods like Finite Elements, Finite Volumes, and also Finite Differences.  DUNE Homepage

  DUNE-FEM

DUNE-FEM is a DUNE module which defines interfaces for implementing discretization methods like Finite Element Methods (FEM) and Finite Volume Methods (FV) and Discontinuous Galerkin Methods (DG). The module is developed in cooperation with the group of Dietmar Kröner Freiburg.  DUNE-FEM Homepage

  ALUGrid

For numerical computation in the field of fluid dynamics a flexible implementation of a discretization grid is needed. The ALUGrid Library provides both hexahedral and tetrahedral grids which can be locally adapted and when used for parallel computations the decomposition of the domain can be recomputed.  ALUGrid Homepage

  GRAPE

GRAPE is a package for mathematical visualization. It has been particularly effective in the fields of differential geometry and continuum mechanics. But it will probably help to understand any other problem involving the numerics of partial differential equations or the need of advanced three-dimensional computer graphics.  GRAPE Homepage

  GFLOW

Gflow is a numerical toolbox for the approximation of density driven and two phase flow problems in porous media. It provides adaptive triangular meshes in two space dimensions. 
Developer M. Ohlberger

  RBmatlab

RBmatlab is a MATLAB library containing all our reduced simulation approaches for linear and nonlinear, affine or arbitrarily parameter dependent evolution problems with finite element, finite volume or local discontinuous Galerkin discretizations.   RBmatlab Homepage

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