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A. Tveito, K. H. Jæger, N. Huebsch, B. Charrez, A. G. Edwards, S. Wall and K. E. Healy

Inversion and computational maturation of drug response using human stem cell derived cardiomyocytes in microphysiological systems

Nature Scientific Reports 8 (2018).
Journal Article
2018
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A. Tveito, M. Maleckar and G. T. Lines

Computing Optimal Properties of Drugs Using Mathematical Models of Single Channel Dynamics

Computational and Mathematical Biophysics 6, no. 1 (2018): 41-64.
Journal Article
2018
View
A. Tveito, G. T. Lines, A. G. Edwards and A. D. McCulloch

Computing rates of Markov models of voltage-gated ion channels by inverting partial differential equations governing the probability density functions of the conducting and non-conducting states

Mathematical Biosciences 277 (2016): 126-135.
Journal Article
2016
View
M. Hanslien, K. H. Karlsen and A. Tveito

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

BIT 45 (2005): 725-741.
Journal Article
2005
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03 November 2020

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18 March 2016

Her er Simulas 14 eksempler på egen suksess med dagens organisasjonsform

BAKGRUNN: 1. Simula opprettet Kalkulo og inngikk et omfattende industrisamarbeid med Norsk Hydro etterfulgt av Statoil. Samarbeidet har gitt inntekter på nærmere 150 MNOK til Simula. 2.
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2018

Journal articles

A. Tveito, K. H. Jæger, N. Huebsch, B. Charrez, A. G. Edwards, S. Wall and K. E. Healy

Inversion and computational maturation of drug response using human stem cell derived cardiomyocytes in microphysiological systems

Nature Scientific Reports 8 (2018).
Status: Published
A. Tveito, M. Maleckar and G. T. Lines

Computing Optimal Properties of Drugs Using Mathematical Models of Single Channel Dynamics

Computational and Mathematical Biophysics 6, no. 1 (2018): 41-64.
Status: Published
2016

Journal articles

A. Tveito, G. T. Lines, A. G. Edwards and A. D. McCulloch

Computing rates of Markov models of voltage-gated ion channels by inverting partial differential equations governing the probability density functions of the conducting and non-conducting states

Mathematical Biosciences 277 (2016): 126-135.
Status: Published
2005

Journal articles

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

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

BIT 45 (2005): 725-741.
Status: Published
J. Sundnes, G. T. Lines and A. Tveito

An Operator Splitting Method for Solving the Bidomain Equations Coupled to a Volume Conductor Model for the Torso

Mathematical Biosciences 194 (2005): 233-248.
Status: Published