Titlebook: Applications of Discrete Geometry and Mathematical Morphology; First International Ullrich K?the,Annick Montanvert,Pierre Soille Conferenc

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書目名稱Applications of Discrete Geometry and Mathematical Morphology讀者反饋學(xué)科排名

Rheumatologist

臥虎藏龍

Discrete Curvature Estimation Methods for Triangulated Surfaces,cus our attention on concentrated curvature which is generally used to estimate Gaussian curvature. We present a result that shows that concentrated curvature can also be used to estimate mean curvature and hence principal curvatures. This makes concentrated curvature one of the fundamental notions

跑過

個人長篇演說

Radial Moment Invariants for Attribute Filtering in 3D,r problems in which accurate shape analysis is of importance. However, there are still comparatively few attributes for 3D filtering upon which to select features of interest besides, efficient and fast computation of attributes from volumetric data is still a daunting challenge. In particular, wher

Champion

Volumetric Analysis of Digital Objects Using Distance Transformation: Performance Issues and Extensature, recent articles have demonstrated that fast algorithms can be designed without any approximation of the Euclidean metric. The aim of the paper is to first give an overview of separable techniques to compute the distance transformation, the reverse distance transformation and a discrete medial

Infirm

Geometric Analysis of 3D Electron Microscopy Data,loped to make the system applicable to data as large as eight gigavoxels. Discrete geometry plays a prominent role at several processing stages (initial watershed segmentation, cell complex representation, reduction of oversegmentation by a graphical model, topological and geometric feature computat

BYRE

織物

Fast Planarity Estimation and Region Growing on GPU,culated by combining the output of a number of planarity filters. We also demonstrate the use of the local planarity as a criterium for region growing. This region growing is then further optimized using a parallel implementation. The sparse nature of these filters and the inherent parallelism of th

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