Computational Topology for Reconstruction of Surfaces with Boundary: Integrating Experiments and Theory

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We report new techniques and theory in computational topology for reconstructing surfaces with boundary. This complements and extends known techniques for surfaces without boundary. Our approach is motivated by differential geometry and differential topology. We have also conducted signiﬁcant experimental work to test our resultant implementations. We discuss some problematic issues that can arise regarding the roles of the medial axis and sampling density. The crucial topics for C2 manifolds are

K. Abe, Justin Bisceglio, Thomas J. Peters, Alexan

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Computational Topology | Medial Axis | SMI 2005 | Surfaces |

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Added	25 Jun 2010
Updated	25 Jun 2010
Type	Conference
Year	2005
Where	SMI
Authors	K. Abe, Justin Bisceglio, Thomas J. Peters, Alexander Russell, Takis Sakkalis

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Computational Topology for Reconstruction of Surfaces with Boundary: Integrating Experiments and Theory

Computational Topology | Medial Axis | SMI 2005 | Surfaces |

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