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Numerical linear algebra / Multigrid method / Preconditioner / Electrical impedance tomography / Matrix / Relaxation / Conjugate gradient method / Lis / Eigenvalues and eigenvectors / Numerical analysis / Mathematics / Algebra


Improving the forward solver for the complete electrode model in EIT using algebraic multigrid M. Soleimani, C.E. Powell and N. Polydorides[removed]MIMS EPrint: [removed]
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Document Date: 2006-08-08 09:48:25


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Banff AB / Integrated Design Engineering Analysis Software / Solving Linear Systems / Clarendon Press / Monte Carlo / Comsol Inc. / /

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University of Manchester / SCI Institute / College London / University of Utah / University of Cyprus / Mathematics The University of Manchester Manchester / Mathematics The University of Manchester Reports / The Institute of Mathematics / Manchester Institute / /

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reconstruction algorithms / clinical applications / electromagnetic imaging using adjoint fields / magnetic resonance imaging / biomedical imaging / important practical applications / real-life applications / finite element modeling tool / sparse linear systems / impedance imaging / linear systems / /

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School of Mathematics / Institute for Mathematical Sciences / University of Manchester Manchester / University of Manchester Reports / University of Utah / Institute of Mathematics / Department of Electrical and Computer Engineering / MIMS Secretary School / SCI Institute / Mathematical Sciences School / University of Manchester / John Hopkins Univ. / University of Cyprus / Manchester Institute / /

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W. L. Briggs / V / E. Somersalo / John Hopkins Univ / S. Simske / Catherine E. Powell / D. Isaacson / M. Cheney / Nick Polydorides / J. Goble / J. C. Newell / /

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human head / Editor / complete electrode model / ” IEEE Trans / corresponding author / Forward / /

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MATLAB / /

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Utah / /

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