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1 total messages Started by Peter de Waal Mon, 14 Dec 1992 16:31
Algemeen CWI Colloquium 18 december
#5
Author: Peter de Waal
Date: Mon, 14 Dec 1992 16:31
34 lines
1776 bytes
********************** Algemeen CWI Colloquium *********************** 

Plaats:         Zaal Z011, CWI, Kruislaan 413, 1098 SJ Amsterdam       
Tijd:           16.00 uur, vrijdag 18 december
Inlichtingen:   Kees Blom (kees@cwi.nl), tel. 020 - 5924053.

====================================================================== 

              Closed Object Boundaries from Scattered Points

                            Remco C. Veltkamp
                             CWI, Amsterdam

Computational Morphology is the analysis of form by computational means.
This discipline typically uses techniques from Computational Geometry and 
Computer Aided Geometric Design.

This presentation is about one aspect of Computational Morphology: the 
construction of a two-dimensional or three-dimensional closed object boundary 
through a set of points in arbitrary position, i.e. through scattered points.

New results have been developed in four stages of the construction process:

1. the $\gamma$-neighborhood graph, which describes the structure of a set of 
   points;

2. an algorithm for the construction of a polygonal or polyhedral
   boundary, which is based on the $\gamma$-neighborhood graph;

3. the flintstones scheme, a hierarchical scheme for polygonal and polyhedral
   approximation and localization;

4. schemes for a smooth piecewise cubic boundary, which split Bezier
   triangles into sub-triangles.
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