Jacobi Fiber Surfaces for Bivariate Reeb Space Computation
JAN 23, 2017 17:51 PM
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Jacobi Fiber Surfaces for Bivariate Reeb Space Computation

Jacobi Fiber Surfaces for Bivariate Reeb Space Computation

Julien Tierny, Sorbonne Universites, UPMC UnivParis06, CNRS, LIP6 UMR 7606, France
Hamish Carr, University of Leeds

An efficient, output-sensitive algorithm computes the Reeb space of an input bivariate piecewise linear scalar function defined on a tetrahedral mesh.

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