Monica Hanslien

M. Hanslien, R. Artebrant, A. Tveito, G. T. Lines and X. Cai

Stability of Two Time-Integrators for the Aliev-Panfilov System

International Journal of Numerical Analysis and Modeling

M. Hanslien, N. Holden and J. Sundnes

A Note on Discontinuous Rate Functions for the Gate Variables in Mathematical Models of Cardiac Cells

Proceedings of the International Conference on Computational Science, ICCS

M. Hanslien, R. Artebrant, J. Sundnes and A. Tveito

An Unconditionally Stable Second Order Method for the Luo-Rudy 1 Model Used in Simulations of Defibrillation

International Journal of Numerical Analysis and Modeling

S. Linge, J. Sundnes, M. Hanslien, G. T. Lines and A. Tveito

Numerical Solution of the Bidomain Equations

Philosophical Transactions of the Royal Society A

M. Hanslien, J. Sundnes and N. Holden

A Note on Discontinues Rate Functions for the Gate Variables in Mathematical Models of Cardiac Cells

Procedia Computer Science

M. Hanslien, J. Sundnes and A. Tveito

An Unconditionally Stable Numerical Method for the Luo-Rudy 1 Model Used in Simulations of Defibrillation

Mathematical Biosciences

M. Hanslien

Stable Numerical Methods for Cell Models Used in Simulations of Ventricular Defibrillation

Talk at CBC, Seminar on Electrophysiology Modeling

M. Hanslien, K. H. Karlsen and A. Tveito

On a Finite Difference Scheme for a Beeler-Reuter Based Model of Cardiac Electrical Activity

International Journal of Numerical Analysis and Modeling

M. Hanslien

Analysis of Numerical Methods for Mathematical Models of Cardiac Electrical Activity

M. Hanslien, J. Sundnes, G. T. Lines and A. Tveito

Simulating Electrical Activity in the Heart

Presented at St Jude Medical, Stockholm, Sweeden

M. Hanslien, J. Sundnes and A. Tveito

Simulations of Reentrant Arrhythmias in the Heart, and Defibrillation As a Treatment

Presented at NADA, KTH, Sweeden

M. Hanslien, K. H. Karlsen and A. Tveito

A Maximum Principle for an Explicit Finite Difference Scheme Approximating the Hodgkin-Huxley Model

BIT

M. Hanslien, J. Sundnes and G. T. Lines

Numerical Simulations of Cardiac Arrhythmias and Defibrillation

MekIT'05 - Third national conference on Computational Mechanics, Trondheim, Norway May 11-12

J. Sundnes, M. Hanslien and A. Tveito

An Unconditionally Stable Numerical Method for the Luo-Rudy I Model Used in Defibrillation

Presented at Tulane University, New Orleans

T. K. Nilssen, L. Ingebrigtsen, M. Hanslien, G. T. Lines and A. Tveito

Resolution Requirements for a 1D Monodomain Model for Simulating