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Chebyshev nodes
Known as:
Chebyshev node
, Chebyshev spacing
, Gauss-Chebyshev points
In numerical analysis, Chebyshev nodes are specific real algebraic numbers, namely the roots of the Chebyshev polynomials of the first kind. They are…
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Related topics
Related topics
14 relations
Approximation theory
Chebyshev filter
Chebyshev polynomials
Chebyshev–Gauss quadrature
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2013
2013
MODELING AND SEGMENTATION OFECG SIGNALS THROUGH CHEBYSHEVPOLYNOMIALS
O. Yadav
,
Shashwati Ray
2013
Corpus ID: 14873732
ECG (Electrocardiogram) signals originating from heart muscles, generate massive volume of digital data. They need to be…
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2011
2011
An Estimation for the Average Error of the Chebyshev Interpolation in Wiener Space
Xiong Liu
,
Dian-Xuan Gong
2011
Corpus ID: 115777769
In this paper, the first kind of Chebyshev interpolation in the Wiener space are discussed. under the L p norm, the convergence…
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2010
2010
AN EFFECTIVE SPACE CHARGE SOLVER FOR DYNAMION CODE
A. Orzhekhovskaya
,
W. Barth
,
S. Yaramyshev
2010
Corpus ID: 56027814
An effective analytical and semi-analytical method for internal electrical field calculations was proposed for ellipsoidal shaped…
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2010
2010
Design of Nonlinear Observer by Using Chebyshev Interpolation based on Formal Linearization
K. Komatsu
,
H. Takata
2010
Corpus ID: 11241485
This paper discusses a design of nonlinear observer by a formal linearization method using an application of Chebyshev…
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2008
2008
Probabilistic Analysis of Cellular Automata Rules and its Application in Pseudo Random Pattern Generation
A. Seth
,
S. Bandyopadhyay
,
U. Maulik
2008
Corpus ID: 10559948
The present work is an extension of the work that appeared in the article titled "Pseudoran- dom Pattern Generation by a 4…
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2007
2007
Pseudospectra of Matrix Polynomials that Are Expressed in Alternative Bases
Robert M Corless
,
N. Rezvani
,
A. Amiraslani
Mathematics and Computer Science
2007
Corpus ID: 7484803
Abstract.Spectra and pseudospectra of matrix polynomials are of interest in geometric intersection problems, vibration problems…
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2007
2007
A Fully Scalable Parallel Algorithm for Solving Elliptic Partial Differential Equations
J. Acebrón
,
R. Spigler
European Conference on Parallel Processing
2007
Corpus ID: 11291082
A comparison is made between the probabilistic domain decomposition (DD) method and a certain deterministic DD method for solving…
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2005
2005
05-02 Vandermonde Matrices with Chebyshev Nodes
Ren-Cang Li
2005
Corpus ID: 14231822
For n × n Vandermonde matrix Vn = (αi−1 j )1≤i j≤n with translated Chebyshev zero nodes, it is discovered that V T n admits an…
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2003
2003
A Remark on the Approximation of Lagrange Interpolation Polynomials Based on the Chebyshev Nodes
Song-Ping Zhou
2003
Corpus ID: 124570098
In the paper,we construct a counter example to illustrate the imperfection of The-orem 6.9 in[3].Moreover we establish the…
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1996
1996
A Nonlinear Estimation of the Michaeleis-Menten Model Using A formal Linearization Based on the Chebyshev Interpolation
K. Komatsu
,
H. Takata
Fourth International Symposium on Signal…
1996
Corpus ID: 15042755
The purpose of this paper is to concern with a nonlinear system identification problem of the MichaelisMenten model by a formal…
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