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Polynomial sequence
Known as:
Polynomial sequences
In mathematics, a polynomial sequence is a sequence of polynomials indexed by the nonnegative integers 0, 1, 2, 3, ..., in which each index is equal…
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Related topics
Related topics
26 relations
Abel polynomials
Appell sequence
Approximation theory
Bell polynomials
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Papers overview
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Highly Cited
2017
Highly Cited
2017
Orthogonal Polynomials and Painlevé Equations
W. Assche
2017
Corpus ID: 125443477
The Riemann-Hilbert formulation of orthogonal polynomials provides a crucial bridge between disparate areas of mathematics…
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2014
2014
A Poisson-Charlier approximation for nonstationary queues
Jamol Pender
Operations Research Letters
2014
Corpus ID: 68742
2013
2013
2-Iterated Appell polynomials and related numbers
Subuhi Khan
,
Nusrat Raza
Applied Mathematics and Computation
2013
Corpus ID: 205418163
2013
2013
Characterization of (c)-Riordan arrays, Gegenbauer-Humbert-type Polynomial Sequences, and (c)-Bell Polynomials
Henry W. Gould
,
T. He
2013
Corpus ID: 16003296
Here presented are the denitions of (c)-Riordan arrays and (c)-Bell polynomials which are extensions of the classical Riordan…
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2013
2013
On a symbolic representation of non-central Wishart random matrices with applications
E. Nardo
Journal of Multivariate Analysis
2013
Corpus ID: 5296300
Highly Cited
2008
Highly Cited
2008
An extended class of orthogonal polynomials defined by a Sturm-Liouville problem
D. Gómez‐Ullate
,
N. Kamran
,
R. Milson
2008
Corpus ID: 115158167
2007
2007
LIMITS OF ZEROS OF POLYNOMIAL SEQUENCES
Xinyun Zhu
,
G. Grossman
2007
Corpus ID: 18602183
In the present paper we consider $F_k(x)=x^{k}-\sum_{t=0}^{k-1}x^t,$ the characteristic polynomial of the $k$-th order Fibonacci…
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2002
2002
The Zeckendorf expansion of polynomial sequences
M. Drmota
,
W. Steiner
2002
Corpus ID: 7221674
. In the first part of the paper we prove that the Zeck-endorf sum-of-digits function sz(n) and similarly defined functions…
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1993
1993
Random walk polynomials and random walk measures
E. A. Doorn
,
P. Schrijner
1993
Corpus ID: 28492582
1986
1986
Some classes of orthogonal polynomials associated with martingales
P. Feinsilver
1986
Corpus ID: 55252985
On etudie les classes de polynomes orthogonaux qui interviennent comme integrales stochastiques iterees d'un processus a…
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