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Elsevier电子期刊(11859)

在“Elsevier电子期刊”中，命中：11,859条，耗时：0.0119956 秒

在所有数据库中总计命中：11,859条

1.A matrix approach to Sheffer polynomials

作者：Lidia Aceto^a ; ^{lidia.aceto@unipi.it" class="auth_mail" title="E-mail the corresponding author} ; Isabel Caç ; ã ; o^b ; ¹ ; ^{isabel.cacao@ua.pt" class="auth_mail" title="E-mail the corresponding author}

关键词：Sheffer polynomials ; Binomial type polynomials ; Appell polynomials ; Creation matrix ; Generalized Pascal matrix

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

2.A combinatorial formula expressing periodic R-polynomials

作者：Satoshi Naito ^{naito@math.titech.ac.jp} ; Hideya Watanabe ^{watanabe.h.at@m.titech.ac.jp}

关键词：Periodic Kazhdan&ndash ; Lusztig polynomials ; Periodic R-polynomials ; Generic Bruhat order

刊名：Journal of Combinatorial Theory, Series A

出版年：2017

3.Equidistribution of zeros of random polynomials

作者：Igor Pritsker ; ^{igor@math.okstate.edu} ; Koushik Ramachandran ^{koushik.math@gmail.com}

关键词：Random polynomials ; Orthogonal polynomials ; Zero distribution

刊名：Journal of Approximation Theory

出版年：2017

4.Variants of the RSK algorithm adapted to combinatorial Macdonald polynomials

作者：Nicholas A. Loehr^a ; ^b ; ^{nloehr@vt.edu" class="auth_mail" title="E-mail the corresponding author}

关键词：RSK algorithm ; Robinson&ndash ; Schensted correspondence ; Macdonald polynomials ; Schur polynomials ; Permutation statistics

刊名：Journal of Combinatorial Theory, Series A

出版年：2017

5.On the modifications of semi-classical orthogonal polynomials on nonuniform lattices

作者：S. Mboutngam^a ; ^{mbsalif@gmail.com" class="auth_mail" title="E-mail the corresponding author} ; M. Foupouagnigni^b ; ^{foupouagnigni@gmail.com" class="auth_mail" title="E-mail the corresponding author} ; P. Njionou Sadjang^c ; ^{pnjionou@yahoo.fr" class="auth_mail" title="E-mail the corresponding author}

关键词：Semi-classical ; Linear functionals ; Nonuniform lattice ; Classical orthogonal polynomials ; Semi-classical orthogonal polynomials

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

6.A new characterization of ultraspherical, Hermite, and Chebyshev polynomials of the first kind

作者：Mohammed Mesk^a ; ^{m_mesk@yahoo.fr} ; Mohammed Brahim Zahaf^b ; ^c ; ^{m_b_zahaf@yahoo.fr}

关键词：Orthogonal polynomials ; Generating functions ; Recurrence relations ; Ultraspherical polynomials ; Chebyshev polynomials ; Hermite polynomials

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

7.Multivariate delta Gončarov and Abel polynomials

作者：Rudolph Lorentz^a ; ^{rudolph.lorentz@qatar.tamu.edu" class="auth_mail" title="E-mail the corresponding author} ; Salvatore Tringali^a ; ¹ ; ^{salvatore.tringali@uni-graz.at" class="auth_mail" title="E-mail the corresponding author} ; Catherine H. Yan^b ; ^{cyan@math.tamu.edu" class="auth_mail" title="E-mail the corresponding author}

关键词：Abel and Gončarov polynomials ; Appell relations ; Delta operators ; Interpolation ; Umbral calculus

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

8.Combinatorial and analytic properties of the n-dimensional Hermite polynomials

作者：Mourad E.H. Ismail^a ; ^{mourad.eh.ismail@gmail.com} ; Plamen Simeonov^b ; ^{simeonovp@uhd.edu}

关键词：n-Dimensional Hermite polynomials ; Generating functions ; Multiset enumeration ; Weighted matchings ; Kibble&ndash ; Slepian formula

刊名：Journal of Mathematical Analysis and Applications

出版年：2017

9.Mixed type multiple orthogonal polynomials associated with the modified Bessel functions and products of two coupled random matrices

作者：Lun Zhang ^{lunzhang@fudan.edu.cn}

关键词：Mixed type multiple orthogonal polynomials ; Modified Bessel functions ; Integral representations ; Limiting forms ; Recurrence relations ; Random matrices

刊名：Journal of Approximation Theory

出版年：2017

10.Efficient computation of Laguerre polynomials

作者：Amparo Gil^a ; ^c ; ^{amparo.gil@unican.es} ; Javier Segura^b ; ^c ; ^{javier.segura@unican.es} ; Nico M. Temme^d ; ^{nico.temme@cwi.nl}

关键词：Laguerre polynomials ; Computational algorithm ; Asymptotic expansions ; Recurrence relations

刊名：Computer Physics Communications

出版年：2017

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