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Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Interpolation (G.1.1) > Interpolation Formulas (G.1.1...)
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1-9 of 9
Reviews about "Interpolation Formulas (G.1.1...)":
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Poisson shape interpolation
Xu D., Zhang H., Wang Q., Bao H. Graphical Models 68(3): 268-281, 2006. Type: Article
This paper presents an algorithm for image morphing. Given two image models, a source and a target, the algorithm specifies a process of computing in-between shapes. More specifically, if two triangular mesh models, with the same verte...
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Dec 27 2006 |
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Radial basis functions
Buhmann M., Buhmann M., Cambridge University Press, New York, NY, 2003. 270 pp. Type: Book (9780521633383), Reviews: (2 of 2)
The basic problem in multivariate approximation theory can be summarized thus: given a subset D of &RR;n, and a function f : D → &RR;, ...
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Mar 4 2004 |
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Radial basis functions
Buhmann M., Buhmann M., Cambridge University Press, New York, NY, 2003. 270 pp. Type: Book (9780521633383), Reviews: (1 of 2)
Polynomial splines become less attractive as the problem dimension increases, as finding a basis of the interpolating space becomes very difficult (if not impossible), thus affecting the uniqueness of the interpolation. In addition, it...
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Jan 16 2004 |
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Error formulas for divided difference expansions and numerical differentiation
Floater M. Journal of Approximation Theory 122(1): 1-9, 2003. Type: Article
The main result of this paper is a new remainder formula for divided difference expansions of the form based on relatively elementary properties of the symmetric polynom...
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Nov 6 2003 |
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Strong asymptotics in Lagrange interpolation with equidistant nodes
Ganzburg M. Journal of Approximation Theory 122(2): 224-240, 2003. Type: Article
The conjecture of Rever is stated as follows: Let and 0 < |xn| < 1. Then w...
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Sep 18 2003 |
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The refinability of the four point scheme
Ivrissimtzis I., Dodgson N., Hassan M., Sabin M. Computer Aided Geometric Design 19(4): 235-238, 2002. Type: Article
The problem of obtaining smooth curves from a set of initial points through introducing new intermediate points is the topic of this paper. Such a technique of subdivision is widely used in modeling and rendering systems. According to ...
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May 29 2003 |
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A method for directly finding the denominator values of rational interpolants
Zhu X., Zhu G. Journal of Computational and Applied Mathematics 148(2): 341-348, 2002. Type: Article
Interpolation with rational functions is performed by solving some system of linear equations. In this paper, the chosen algorithm directly yields the values of the denominator at the interpolation nodes. These values contain important...
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Apr 24 2003 |
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Introduction to Shannon sampling and interpolation theory
Robert J. I. (ed), Springer-Verlag New York, Inc., New York, NY, 1991. Type: Book (9780387973913)
The theory of the sampling and reconstruction of bandwidth-limited signals is the only subject of this book. Chapter 1 is a historical introduction. Chapter 2 covers “Fundamentals of Fourier Analysis and Stochastic Processe...
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Aug 1 1991 |
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Discrete smooth interpolation
Mallet J. ACM Transactions on Graphics (TOG) 8(2): 121-144, 1989. Type: Article
This paper gives a method for constructing a grid of points from scattered data; in the examples, though, the author assumes that the data points are a subset of the grid points. The grid values minimize a certain discrete pseudonorm; ...
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Aug 1 1989 |
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