We study the problem of optimally sampling parametric surfaces by means of reparameterization. A criterion is first formulated for measuring the parameterization quality of a given surface. According to this criterion, the optimal parameterization is identified for the surface by exploring admissible reparameterizations. Then the optimal sampling of the surface is obtained by uniformly sampling the parameter domain of the optimal parameterization. © 2012 CAD Solutions, LLC.link_to_subscribed_fulltex
Triangulation of parametric surfaces is important for visualization and finite element analysis. The...
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Triangulation of parametric surfaces is important for visualization and finite element analysis. The...
In inspection and workpiece localization, sampling point data is an important issue. Since the devic...
A quadtree algorithm is developed to triangulate deformed, intersecting parametric surfaces. The big...
We study the problem of optimally sampling parametric surfaces by means of reparameterization. A cri...
. We present a new method for adaptive polygonization of parametric surfaces. The method combines re...
This dissertation re-evaluates the two-dimensional sampling problem for measuring surface roughness ...
AbstractWe consider the problem of interpolation of curves and surfaces using parametric functions. ...
The article presents the impact of sampling interval ΔX=ΔY upon the precision of parametrical assess...
Low-discrepancy point distributions exhibit excellent uniformity properties for sampling in applicat...
http://www.springerlink.com/The presentation of Bézier surfaces affects the results of rendering and...
Adaptive sampling is a novel sampling design that can redirect sampling effort during a survey in r...
In this work, we propose a method for finding an optimal, non-uniform, sampling scheme for a general...
International audienceHigh-quality volumetric parameterization of computational domain plays an impo...
In this work, we propose a method for determining an optimal, non-uniform, sampling scheme for multi...
Surface reconstruction algorithms can ensure correctness of the reconstructed surface by imposing co...
Triangulation of parametric surfaces is important for visualization and finite element analysis. The...
In inspection and workpiece localization, sampling point data is an important issue. Since the devic...
A quadtree algorithm is developed to triangulate deformed, intersecting parametric surfaces. The big...