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Abstract: In this paper we give a mathematical framework for the treatment of the bidomain equations used to model propagation in cardiac tissue. We show how previous work fits into this framework and discuss the implications of various linear transformations of the equations on the numerical methods of solution. 1 Introduction The vast majority of models to study propagation in cardiac tissue are based on the assumption that the tissue can be represented as an intracellular region separated from a... (Update)
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BibTeX entry: (Update)
@techreport{ hooke92linear,
author = "Nigel {Hooke} and Craig {Henriquez} and Paul {Lanzkron} and Donald J. Rose.",
title = "Linear Algebraic Transformations of the Bidomain Equations and Their Implications on Numerical Methods",
number = "Technical report DUKE--TR--1992--11",
year = "1992",
url = "citeseer.ist.psu.edu/hooke92linear.html" }
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