Approximation of the Curvature Measures of a Smooth Surface endowed with a Mesh
Abstract
This report deals with the approximation of a smooth surface M by a triangulated mesh T. We give an explicit bound on the difference of the curvature measures of M and the curvature measures of T, when T is close to M. The result is obtained by applying the theory of the normal cycle.
Domains
Other [cs.OH]
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