Publikationsansicht

Uniform convergence of discrete curvatures from nets of curvature lines (2009)

Abstract
We study "Steiner-type" discrete curvatures computed from nets of curvature lines on a given smooth surface, and prove their uniform pointwise convergence to smooth principal curvatures. We provide explicit error bounds, with constants depending only on the limit surface and the shape regularity of the discrete net.. Comment: 21 pages, 6 figures

Details der Publikation
Download http://arxiv.org/abs/0901.2822
Archiv arXiv (United States)
Keywords Mathematics - Differential Geometry, 53A05
Typ text