Searching for authors named "Tom Lyche" – sorted by Relevance.
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Lecture Notes for Inf-Mat 3350/4350, 2004
- Lecture Notes for Inf-Mat 3350/4350, 2004 Tom Lyche July 26, 2004 ii Contents Preface v
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On the Sup-norm Condition Number of the Multivariate Triangular Bernstein Basis.
- On the Sup-norm Condition Number of the Multivariate Triangular Bernstein Basis. Tom Lyche
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A Hermite Subdivision Scheme for the Evaluation of the Powell-Sabin 12-Split Element
- and Tom Lyche Abstract. It is observed that the Powell-Sabin 12-split triangle is refinable since the same
- Cited by 2 (0 self) – Add To MetaCart
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A Multiresolution Tensor Spline Method for Fitting Functions on the Sphere
- A Multiresolution Tensor Spline Method for Fitting Functions on the Sphere Tom Lyche 1) and Larry
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and Faà di Bruno’s formula
- Two chain rules for divided differences and Faà di Bruno’s formula Michael S. Floater ∗ and Tom
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Asymptotic Convergence of Degree-Raising
- Preprint 0 (1998) ?--? 1 Asymptotic Convergence of Degree-Raising Michael S. Floater a and Tom
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On the p-norm condition number of the multivariate triangular Bernstein basis
- .elsevier.nl/locate/cam On the p-norm condition number of the multivariate triangular Bernstein basis Tom Lychea; ∗ , Karl Schererb
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On the L1-Condition Number of the Univariate Bernstein Basis
- © 2002 Springer-Verlag New York Inc. On the L1-Condition Number of the Univariate Bernstein Basis Tom
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Some Examples of Quasi-Interpolants Constructed from Local Spline Projectors
- Some Examples of Quasi-Interpolants Constructed from Local Spline Projectors Byung-Gook Lee, Tom
- Cited by 3 (1 self) – Add To MetaCart
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A Multiresolution Tensor Spline Method for Fitting Functions on the Sphere
- A Multiresolution Tensor Spline Method for Fitting Functions on the Sphere Tom Lyche 1) and Larry
- Cited by 7 (4 self) – Add To MetaCart

