# Steffen Börm

Ontology type: schema:Person

NAME

Steffen

SURNAME

Börm

### Publications in SciGraph latest 50 shown

• 2017-09 Approximation of the high-frequency Helmholtz kernel by nested directional interpolation: error analysis in NUMERISCHE MATHEMATIK
• 2016-07 Approximation of integral operators by Green quadrature and nested cross approximation in NUMERISCHE MATHEMATIK
• 2013-12 Computing the eigenvalues of symmetric H2-matrices by slicing the spectrum in COMPUTING AND VISUALIZATION IN SCIENCE
• 2013-12 Efficient arithmetic operations for rank-structured matrices based on hierarchical low-rank updates in COMPUTING AND VISUALIZATION IN SCIENCE
• 2013-11 Low-rank approximation of integral operators by using the Green formula and quadrature in NUMERICAL ALGORITHMS
• 2012 $${\mathcal{H}}^{2}$$ -Matrix Compression in NEW DEVELOPMENTS IN THE VISUALIZATION AND PROCESSING OF TENSOR FIELDS
• 2010-04 Approximation of solution operators of elliptic partial differential equations by - and -matrices in NUMERISCHE MATHEMATIK
• 2008-09 FEM for elliptic eigenvalue problems: how coarse can the coarsest mesh be chosen? An experimental study in COMPUTING AND VISUALIZATION IN SCIENCE
• 2008-09 Distributed -matrices for non-local operators in COMPUTING AND VISUALIZATION IN SCIENCE
• 2007 Approximating Gaussian Processes with -Matrices in MACHINE LEARNING: ECML 2007
• 2006-02 -Matrix Arithmetics in Linear Complexity in COMPUTING
• 2005-08 Hybrid cross approximation of integral operators in NUMERISCHE MATHEMATIK
• 2005-05 Approximation of Integral Operators by -Matrices with Adaptive Bases in COMPUTING
• 2005-03 Hierarchical Quadrature for Singular Integrals in COMPUTING
• 2005-02 Approximation of Integral Operators by Variable-Order Interpolation in NUMERISCHE MATHEMATIK
• 2004-10 ℋ2-matrices – Multilevel methods for the approximation of integral operators in COMPUTING AND VISUALIZATION IN SCIENCE
• 2004-06 Low-Rank Approximation of Integral Operators by Interpolation in COMPUTING
• 2004 Fast Evaluation of Eddy Current Integral Operators in NUMERICAL MATHEMATICS AND ADVANCED APPLICATIONS
• 2003 Computation of Electromagnetic Fields for a Humidity Sensor in MATHEMATICS — KEY TECHNOLOGY FOR THE FUTURE
• 2002-09 Data-sparse Approximation by Adaptive ℋ2-Matrices in COMPUTING
• 2002-05 Multigrid Computation of Axisymmetric Electromagnetic Fields in ADVANCES IN COMPUTATIONAL MATHEMATICS
• 2001-06 Tensor Product Multigrid for Maxwell's Equation with Aligned Anisotropy in COMPUTING
• 2001-03 Analysis of tensor product multigrid in NUMERICAL ALGORITHMS
• ### Affiliations

• Kiel University (current)
• ### Identifiers

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