A geometric idea to solve the eikonal equation

Abstract

Given a closed plane curve <b>c</b>(<i>t</i>) = (<i>c</i><inf>1</inf>,<i>c</i><inf>2</inf>) (<i>t</i>) &#8712; &#949; R<sup>2</sup> and associated function values g(<i>t</i>) we present a geometric idea and an algorithm to solve the equation ||&nabla;<i>f</i>|| = <i>a</i> = const. with respect to the boundary values <i>g</i>(<i>t</i>) along the boundary <b… (More)
DOI: 10.1145/1090122.1090130

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Cite this paper

@inproceedings{Peternell2005AGI, title={A geometric idea to solve the eikonal equation}, author={Martin Peternell and Tibor Steiner}, booktitle={SCCG}, year={2005} }