Results 211 to 220 of about 116,631 (256)
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Graphs and Combinatorics, 2007
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Ronald J. Gould, Thor Whalen
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Ronald J. Gould, Thor Whalen
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IEEE Transactions on Visualization and Computer Graphics, 2009
We introduce the RGB Subdivision: an adaptive subdivision scheme for triangle meshes, which is based on the iterative application of local refinement and coarsening operators, and generates the same limit surface of the Loop subdivision, independently on the order of application of local operators.
PUPPO, ENRICO, D. PANOZZO
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We introduce the RGB Subdivision: an adaptive subdivision scheme for triangle meshes, which is based on the iterative application of local refinement and coarsening operators, and generates the same limit surface of the Loop subdivision, independently on the order of application of local operators.
PUPPO, ENRICO, D. PANOZZO
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On interpolatory subdivision from approximating subdivision scheme
Applied Mathematics and Computation, 2013zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zhongxuan Luo, Wanfeng Qi
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2005
This paper proposes a new subdivision scheme based on line geometry. We name the scheme ‘line subdivision'. Line subdivision scheme acts on the line space, and generates two-dimensional manifolds contained in the Klein quadric. The two-dimensional manifolds are the Klein images of line congruences in P3.
Hiroshi Kawaharada, Kokichi Sugihara
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This paper proposes a new subdivision scheme based on line geometry. We name the scheme ‘line subdivision'. Line subdivision scheme acts on the line space, and generates two-dimensional manifolds contained in the Klein quadric. The two-dimensional manifolds are the Klein images of line congruences in P3.
Hiroshi Kawaharada, Kokichi Sugihara
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Mathematical Programming, 1990
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Computer Aided Geometric Design, 2001
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Luiz Velho 0001, Denis Zorin
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Luiz Velho 0001, Denis Zorin
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Subdivision Termination Criteria in Subdivision Multivariate Solvers
2006The need for robust solutions for sets of non-linear multivariate constraints or equations needs no motivation. Subdivision-based multivariate constraint solvers [1, 2, 3] typically employ the convex hull and subdivision/domain clipping properties of the Bezier/B-spline representation to detect all regions that may contain a feasible solution.
Iddo Hanniel, Gershon Elber
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Polynomial Reproduction in Subdivision
Advances in Computational Mathematics, 2004Subdivision schemes are useful in many parts of approximation theory and in particular in connection with the so-called computer aided geometric design methods for the creation of curves and surfaces. This paper studies such methods in several dimensions and addresses the possibilities of reproducing polynomials exactly from polynomial input data ...
Kurt Jetter, Georg Zimmermann
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