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Chebyshev polynomials
Known as:
Chebyshev polynomials/Proofs
, Tchebyscheff polynomial
, Chebyshev root
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In mathematics the Chebyshev polynomials, named after Pafnuty Chebyshev, are a sequence of orthogonal polynomials which are related to de Moivre's…
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Related topics
Related topics
37 relations
Analogue filter
Approximation theory
Basis function
Chebfun
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Papers overview
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2016
2016
Design Of Microstrip Low Pass Filter
D. K. Chauhan
2016
Corpus ID: 212591059
Chebyshev low pass filter presented based on lumped-network and microstrip line structure suitable for wireless communication…
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2014
2014
Chebyshev-Gr\"{u}ss-type inequalities via discrete oscillations
H. Gonska
,
Ioan Racsa
,
Maria-Daniela Rusu
2014
Corpus ID: 55334547
The classical form of Gr\"uss' inequality, first published by G. Gr\"{u}ss in 1935, gives an estimate of the difference between…
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2014
2014
Generalized Chebyshev polynomials
C. Cesarano
2014
Corpus ID: 123647990
We generalize the first and second kind Chebyshev polynomials by using the concepts and the operational formalism of the Hermite…
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2009
2009
Special Functions: Integral properties of Jack polynomials, hypergeometric functions and invariant polynomials
J. Díaz-García
2009
Corpus ID: 17843352
Some integral properties of Jack polynomials, hypergeometric functions and invariant polynomials are studied for real normed…
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2008
2008
Particular Solutions of Chebyshev Polynomials for Polyharmonic and Poly-Helmholtz Equations
Chia-Cheng Tsai
2008
Corpus ID: 73522515
In this paper we develop analytical particular solutions for the polyharmonic and the products of Helmholtz-type partial…
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2002
2002
Integration Using Chebyshev Polynomials
J. Mason
,
D. Handscomb
2002
Corpus ID: 124539996
In this chapter we show how Chebyshev polynomials and some of their fundamental properties can be made to play an important part…
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2000
2000
Linearization of arbitrary products of classical orthogonal polynomials
M. N. Hounkonnou
,
S. Belmehdi
,
A. Ronveaux
2000
Corpus ID: 119006361
A procedure is proposed in order to expand w = ∏N j=1 Pij (x) = ∑M k=0 LkPk(x) where Pi(x) belongs to a classical orthogonal…
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1998
1998
Comparison of Conjugate Gradient Density Matrix Search and Chebyshev Expansion Methods for Avoiding Diagonalization in Large-Scale Electronic Structure Calculations
K. Bates
,
A. D. Daniels
,
G. Scuseria
1998
Corpus ID: 54930648
We report a comparison of two linear-scaling methods which avoid the diagonalization bottleneck of traditional electronic…
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1981
1981
A prototype switched-capacitor voltage-wave filter realized in NMOS technology
J. Mavor
,
H. M. Reekie
,
P. B. Denyer
,
S. Scanlan
,
T. Curran
,
A. Farrag
IEEE Journal of Solid-State Circuits
1981
Corpus ID: 25870472
Presents a novel approach to the realization of monolithic filters. The method is based on using sampled analog signals and is…
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1955
1955
Least pth Power Polynomials on a Real Finite Point Set
T. Motzkin
,
J. Walsh
1955
Corpus ID: 53997291
where the ju& are given, but also use various broad generalizations of (1). The analogous problem for approximation on a finite…
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