Local Non-planarity of Three Dimensional Surfaces for an Invertible Reconstruction: k-Cuspal Cells

Marc Rodríguez,Gaëlle Largeteau-Skapin,Éric Andres

ADVANCES IN VISUAL COMPUTING, PT I, PROCEEDINGS（2008）

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摘要

This paper addresses the problem of the maximal recognition of hyperplanes for an invertible reconstruction of 3D discrete objects. k -cuspal cells are introduced as a three dimensional extension of discrete cusps defined by R.Breton. With k -cuspal cells local non planarity on discrete surfaces can be identified in a very straightforward way.

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关键词

invertible reconstruction,dimensional surfaces,discrete object,local non-planarity,local non planarity,maximal recognition,dimensional extension,cuspal cell,discrete cusp,discrete surface,k-cuspal cells,three dimensional

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