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Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Interpolation (G.1.1)
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1-10 of 78
Reviews about "Interpolation (G.1.1)":
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Polynomial functions over finite commutative rings
Bulyovszky B., Horváth G. Theoretical Computer Science 703 76-86, 2017. Type: Article
The problem dealt with is as follows: given a finite ring ~R and a function f: R → R, decide if f can be represented by a polynomi...
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Jan 22 2018 |
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Spline functions: computational methods
Schumaker L., SIAM, Philadelphia, PA, 2015. 425 pp. Type: Book (978-1-611973-89-1)
The subject of Spline functions has its roots in research conducted during the Second World War by a variety of premier computer scientists including I. J. Schoenberg, D. Greenspan, C. de Boor, G. Fasshauer, J. Jerome, D. Kincai...
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Apr 27 2016 |
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Convexity and solvability for compactly supported radial basis functions with different shapes
Zhu S., Wathen A. Journal of Scientific Computing 63(3): 862-884, 2015. Type: Article
Radial functions depend only on the distance from the center of the domain, for example, Gaussians. Interpolations using radial functions of the same shape lead to a non-singular coefficient matrix. Unfortunately, when using adaptive m...
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Aug 28 2015 |
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Spectrally adapted Mercer kernels for support vector nonuniform interpolation
Figuera C., Barquero-Pérez Ó., Rojo-Álvarez J., Martínez-Ramón M., Guerrero-Curieses A., Caamaño A. Signal Processing 94421-433, 2014. Type: Article
This paper addresses the challenging issue of recovery by interpolation of nonuniformly sampled signals, corrupted by additive, zero-mean noise. The reconstruction of a continuous signal from its nonuniformly distributed samples is inh...
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Dec 9 2014 |
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 Analytical solutions for frequency estimators by interpolation of DFT coefficients
Liao J., Lo S. Signal Processing 10093-100, 2014. Type: Article
Given a sequence of sinusoidal signals s[n] with additive noise in the time domain, a fundamental problem is to estimate its frequency. It has a wide range of applications, such as biomedical signa...
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Oct 3 2014 |
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On the Newton bivariate polynomial interpolation with applications
Varsamis D., Karampetakis N. Multidimensional Systems and Signal Processing 25(1): 179-209, 2014. Type: Article
Readers interested in numerical methods and systems theory will find a significant contribution to bivariate interpolation in this paper....
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Jun 13 2014 |
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Fractal interpolation functions with variable parameters and their analytical properties
Wang H., Yu J. Journal of Approximation Theory 1751-18, 2013. Type: Article
A fractal interpolation function (FIF) f is a special type of continuous function that interpolates a given set of data {(xi, f(x...
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Dec 19 2013 |
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The linear sampling method in inverse electromagnetic scattering
Cakoni F., Colton D., Monk P., Society for Industrial and Applied Mathematics, Philadelphia, PA, 2010. 152 pp. Type: Book (978-0-898719-39-0)
Another in the acclaimed series by the Society for Industrial and Applied Mathematics (SIAM) in collaboration with the National Science Foundation, this book is dedicated to the analytical and computational aspects of inverse problems,...
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Jun 30 2011 |
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Sensitivity of RBF interpolation on an otherwise uniform grid with a point omitted or slightly shifted
Boyd J., Bridge L. Applied Numerical Mathematics 60(7): 659-672, 2010. Type: Article
Interpolating or approximating functions using radial basis functions (RBFs) with centers on a regular or irregular grid has been an important topic for many years due to its use in many applications, such as the linear combination of ...
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Aug 31 2010 |
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Textual analysis of stock market prediction using breaking financial news: the AZFin text system
Schumaker R., Chen H. (ed) ACM Transactions on Information Systems 27(2): 1-19, 2009. Type: Article
“Information from quarterly reports or breaking news stories can dramatically affect the share price of a security.” Previous attempts to use machine learning techniques to exploit such information to predict price ...
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May 14 2009 |
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