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An automatic multi-level solver switching strategy for PEEC-based EMC simulation

- T. Clees, T. Samrowski, M.L. Zitzmann, R. Weigel
- Computer Science
- 18th International Zurich Symposium on…
- 27 November 2007

TLDR

Combined a posteriori modeling-discretization error estimate for elliptic problems with complicated interfaces

- S. Repin, T. Samrowski, S. Sauter
- Mathematics
- 1 November 2012

We consider linear elliptic problems with variable coefficients, which may sharply change values and have a complex behavior in the domain. For these problems, a new combined discretization- modeling… Expand

A posteriori error majorants of the modeling errors for elliptic homogenization problems

- S. Repin, T. Samrowski, S. Sauter
- Mathematics
- 1 December 2013

In this paper, we derive new two-sided a posteriori estimates of the modeling errors for linear elliptic boundary value problems with periodic coefficients solved by homogenization. Our approach is… Expand

Estimates of dimension reduction errors for stationary reaction–diffusion problems

- S. Repin, T. Samrowski
- Mathematics
- 12 March 2011

We consider the stationary reaction–diffusion model in a bounded domain $ \Omega \in {\mathbb{R}^3} $, which size along one coordinate direction is essentially smaller than along the others. By an… Expand

Functional A Posteriori Error Estimation for Stationary Reaction-Convection-Diffusion Problems

- M. Eigel, T. Samrowski
- Mathematics, Physics
- Comput. Methods Appl. Math.
- 29 March 2014

TLDR

Two-sided estimates of the modeling error for elliptic homogenization problems

- S. Repin, T. Samrowski, S. Sauter
- 2012

In this paper, we derive new two-sided estimates of modeling errors for linear elliptic boundary value problems with periodic coefficients solved by homogenization method. Our approach is based on… Expand

Combined a posteriori modelling-discretization error estimate for elliptic problems with variable coefficients

- S. Repin, T. Samrowski, S. Sauter
- 2010

We consider linear elliptic problems with variable coefficients, which may sharply change values and have a complex behavior in the domain. For these problems, a new combined discretization-modeling… Expand

Combined Error Estimates in the Case of Dimension Reduction

- T. Samrowski
- Mathematics, Computer Science
- Comput. Methods Appl. Math.
- 2014

TLDR

Plasmon resonances of gold nanostars

- Ludmila Raguin, T. Samrowski, C. Hafner, R. Vahldieck
- Physics, Engineering
- Photonics Europe
- 30 April 2010

In this work a fully three-dimensional parameterization model for the investigations of gold nanostars by the ultraspherical Spectral Boundary Integral Equation method has been developed. The set of… Expand

A Multipole Method for the Boundary Value Problems of the Laplace Equation

- T. Samrowski
- Physics
- 1 December 2004

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