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Loop subdivision surface
Known as:
Loop subdivision surfaces
In computer graphics, Loop subdivision surface is an approximating subdivision scheme developed by Charles Loop in 1987 for triangular meshes. Loop…
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Related topics
Related topics
8 relations
Broader (2)
3D computer graphics
Multivariate interpolation
Apollonian network
Box spline
Computer graphics
List of numerical analysis topics
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2012
2012
Constraint adaptive Loop subdivision surface
Sun Li-juan
2012
Corpus ID: 123688103
Adaptive subdivision surfaces have been widely used in segments to reduce subdivision times and the number of faces.However,a…
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2012
2012
Interpolating an arbitrary number of joint B-spline curves by Loop surfaces
Weiyin Ma
,
Huawei Wang
Comput. Graph.
2012
Corpus ID: 29510297
Highly Cited
2010
Highly Cited
2010
Evaluation of Loop Subdivision Surfaces
J. Stam
2010
Corpus ID: 8420692
This paper describes a technique to evaluate Loop subdivision surfaces at arbitrary parameter values. The method is a…
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Highly Cited
2009
Highly Cited
2009
Loop Subdivision Surface Based Progressive Interpolation
F. Cheng
,
Fengtao Fan
,
S. Lai
,
Conglin Huang
,
Jiaxi Wang
,
J. Yong
Journal of Computer Science and Technology
2009
Corpus ID: 2346901
A new method for constructing interpolating Loop subdivision surfaces is presented. The new method is an extension of the…
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2008
2008
Progressive Interpolation Using Loop Subdivision Surfaces
F. Cheng
,
Fengtao Fan
,
S. Lai
,
Conglin Huang
,
Jiaxi Wang
,
J. Yong
GMP
2008
Corpus ID: 28109972
A new method for constructing interpolating Loop subdivision surfaces is presented. The new method is an extension of the…
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2008
2008
Loop Subdivision Surface Fitting by Geometric Algorithms
Y. Nishiyama
,
Masayuki Morioka
,
T. Maekawa
2008
Corpus ID: 5833992
This paper describes a method to approximate point sets by Loop subdivision surfaces based on geometric algorithms. We assume…
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Highly Cited
2007
Highly Cited
2007
Interpolation by geometric algorithm
T. Maekawa
,
Yasunori Matsumoto
,
Ken Namiki
Comput. Aided Des.
2007
Corpus ID: 37803580
2004
2004
Unlifted loop subdivision wavelets
Denggao Li
,
K. Qin
,
Hanqiu Sun
12th Pacific Conference on Computer Graphics and…
2004
Corpus ID: 7528534
In this paper, we propose a new wavelet scheme for loop subdivision surfaces. The main idea enabling our wavelet construction is…
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2001
2001
MeshToSS: Converting Subdivision Surfaces from Dense Meshes
T. Kanai
VMV
2001
Corpus ID: 18295370
The theoretical aspects are discussed of our developed software, MeshToSS, for the conversion to Loop subdivision surfaces of…
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Highly Cited
2001
Highly Cited
2001
On subdivision schemes generalizing uniform B-spline surfaces of arbitrary degree
J. Stam
Comput. Aided Geom. Des.
2001
Corpus ID: 15180260
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