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Robert Artebrant
Observed names:
Artebrant, Robert,
R. Artebrant
Institution:
Simula Research Laboratory
Observed institutions:
Lund University,
Simula Research Laboratory,
ETH Zurich,
Seminar for Applied Mathematics
OpenAlex ID:
A5006417559
A Second-Order Algorithm for Solving Dynamic Cell Membrane Equations
2009
·
J. Sundnes
, R. Artebrant
, et al.
·
IEEE Transactions on Biomedical Engineering
·
52
Numerical simulation of Camassa–Holm peakons by adaptive upwinding
2005
·
Robert Artebrant
, Hans Joachim Schroll
·
Applied Numerical Mathematics
·
43
Limiter-Free Third Order Logarithmic Reconstruction
2006
·
Robert Artebrant
, H. Joachim Schroll
·
SIAM Journal on Scientific Computing
·
41
Increasing the accuracy in locally divergence-preserving finite volume schemes for MHD
2007
·
Robert Artebrant
, Manuel Torrilhon
·
Journal of Computational Physics
·
17
Conservative Logarithmic Reconstructions and Finite Volume Methods
2005
·
Robert Artebrant
, H. Joachim Schroll
·
SIAM Journal on Scientific Computing
·
17
Third Order Accurate Non-Polynomial Reconstruction on Rectangular and Triangular Meshes
2006
·
Robert Artebrant
·
Journal of Scientific Computing
·
9
Existence of excitation waves for a collection of cardiomyocytes electrically coupled to fibroblasts
2011
·
Aslak Tveito
, Glenn Lines
, et al.
·
Mathematical Biosciences
·
8
A method for analyzing the stability of the resting state for a model of pacemaker cells surrounded by stable cells
2010
·
Robert Artebrant
, Aslak Tveito
, et al.
·
Mathematical Biosciences & Engineering
·
8
Bifurcating Solutions to the Monodomain Model Equipped with FitzHugh‐Nagumo Kinetics
2009
·
Robert Artebrant
·
Journal of Applied Mathematics
·
5
PDF
High-resolution Riemann-solver-free Methods for Conservation Laws
2003
·
Robert Artebrant
, Hans Joachim Schroll
·
Springer eBooks
·
4
Computing the stability of steady-state solutions of mathematical models of the electrical activity in the heart
2011
·
Aslak Tveito
, Ola Skavhaug
, et al.
·
Computers in Biology and Medicine
·
2
Reconstruction Techniques and Finite Volume Schemes for Hyperbolic Conservation Laws
2006
·
Artebrant, Robert
·
Lund University Publications (Lund University)
·
2
Comment on “Finite-volume component-wise TVD schemes for 2D shallow water equations” by Gwo-Fong Lin, Jihn-Sung Lai and Wen-Dar Guo
2005
·
Robert Artebrant
·
Advances in Water Resources
·
1
High Order Local Divergence Preservation for MHD Finite Volume Methods
2015
·
Robert Artebrant
, Manuel Torrilhon
Stability of Two-Integrators for the Aliev-Panfilov System
2011
·
M. Hanslien
, R. Artebrant
, et al.
·
International Journal of Numerical Analysis and Modeling
An Unconditionally Stable Second Order Method for the Luo-Rudy 1 Model Used in Simulations of Defibrillation
2009
·
M. Hanslien
, R. Artebrant
, et al.
·
International Journal of Numerical Analysis and Modeling
Locally divergence‐preserving schemes of higher order
2007
·
Robert Artebrant
·
PAMM
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Works count:
19
Citation count:
209
H-index:
8
I10-index:
5
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