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Numerical analysis / 3D computer graphics / Multivariate interpolation / Fourier analysis / Function / Non-uniform rational B-spline / Subdivision surface / Filter / G space / Mathematics / Algebra / Linear algebra


CHARMS: A Simple Framework for Adaptive Simulation Eitan Grinspun Caltech Petr Krysl UCSD
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Document Date: 2006-06-13 11:31:25


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File Size: 3,34 MB

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Vanderbilt University Press / Kraft / McGraw-Hill Book Company Inc. / WellesleyCambridge Press / Metaxas and Terzopoulos / Bajaj / SIAM Journal / Sandia National Laboratories / Wellesley-Cambridge Press / Intel / Microsoft / /

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CAD / /

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University of Utah / /

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online simulation / performance networking / bio-medical computing / bisection algorithms / geometric modeling applications / short and simple algorithms / machinery / animation applications / mathematical machinery / medical applications / strain-energy error indication / metal-foil / adaptive solution / simulation applications / approximate solution / strain energy density / tensor product / refinement algorithms / Typical mesh refinement algorithms / computer graphics applications / linear algebraic systems / linear systems / metal-foil balloon / unrefinement algorithms / /

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National Science Foundation / Department of Mathematics / UCSD / University of Utah / Center for Scientific Computing and Imaging / Packard Foundation / Vanderbilt University / CPU PC / /

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Steven Schkolne / Peter Schr¨oder Caltech / Joe Kiniry / Jeff Bolz / Mathieu Desbrun / Mark Meyer / Patrick Mullen / Petr Krysl / Nathan Litke / S TRELA / V / Mika Nystroem / Sylvain Jaume / Clark Surfaces / Christopher Malek / S CHNALL / Andrei Khodakovsky / /

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British Columbia / New Mexico / Utah / P. N. / S. K. / /

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Computer Graphics / Mathematics of Computation / /

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Data Structures Our algorithm / Typical mesh refinement algorithms / Image Processing / 3 Algorithms / unrefinement algorithms / basic CHARMS algorithm / neurosurgery / 3D Graphics / Simulation / Animation / refinement algorithms / bisection algorithms / CAD / /

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