Some Old Orthogonal Polynomials Revisited and Associated Wavelets: Two-Parameters Clifford-Jacobi Polynomials and Associated Spheroidal Wavelets

Type: Article

Publication Date: 2017-12-28

Citations: 3

DOI: https://doi.org/10.1007/s10440-017-0150-1

Locations

  • Acta Applicandae Mathematicae - View

Similar Works

Action Title Year Authors
+ New type of monogenic polynomials and associated spheroidal wavelets 2017 Sabrine Arfaoui
Anouar Ben Mabrouk
+ PDF Chat Some Ultraspheroidal Monogenic Clifford Gegenbauer Jacobi Polynomials and Associated Wavelets 2017 Sabrine Arfaoui
Anouar Ben Mabrouk
+ New Multivariable Polynomials and Their Associated Continuous Wavelet Transform in the Framework of Clifford Analysis 2006 Fred Brackx
Nele De Schepper
Franciscus Sommen
+ New Type of Gegenbauer–Hermite Monogenic Polynomials and Associated Clifford Wavelets 2019 Sabrine Arfaoui
Anouar Ben Mabrouk
Carlo Cattani
+ Some Ultraspheroidal Monogenic Clifford Gegenbauer Jacobi Polynomials and Associated Wavelets 2017 Sabrine Arfaoui
Anouar Ben Mabrouk
+ Some Ultraspheroidal Monogenic Clifford Gegenbauer Jacobi Polynomials and Associated Wavelets 2017 Sabrine Arfaoui
Anouar Ben Mabrouk
+ New Type of Gegenbauer-Jacobi-Hermite Monogenic Polynomials and Associated Continuous Clifford Wavelet Transform 2020 Sabrine Arfaoui
Anouar Ben Mabrouk
Carlo Cattani
+ Some Generalized Clifford-Jacobi Polynomials and Associated Spheroidal Wavelets 2017 Sabrine Arfaoui
Anouar Ben Mabrouk
+ Some Generalized Clifford-Jacobi Polynomials and Associated Spheroidal Wavelets 2022 Sabrine Arfaoui
Anouar Ben Mabrouk Anouar Ben Mabrouk
+ Investigating the Orthogonality Conditions of Wavelets Based on Jacobi Polynomials 2018 V. Yu. Semenov
JĂĽrgen Prestin
+ Some simple Haar-type wavelets in higher dimensions 2007 Ilya Krishtal
Benjamin D. Robinson
Guido Weiss
Edward N. Wilson
+ Correction: On some of the Classical Orthogonal Polynomials 1961 A. K. Rajagopal
+ Orthogonal Polynomials Associated with Some Jacobi-Type Pencils 2017 Sergey M‎. ‎Zagorodnyuk
+ Wavelets: Calderon-Zygmund operators and multilinear operators 1997 Yves Meyer
Ronald R. Coifman
+ Orthogonal polynomials : Selected topics and applications / 1995 Jianxiang Zhang
+ Orthogonal polynomials, biorthogonal polynomials and spline functions 2020 Say Song Goh
Tim N.T. Goodman
S.L. Lee
+ Some Linear Functionals Having Classical Orthogonal Polynomials as Moments 2013 Mohamed Jalel Atia
B. Bouras
S. Leffet
+ PDF Chat A New Class of Orthogonal Polynomials: The Bessel Polynomials 1949 H. L. Krall
Orrin Frink
+ Wavelets Based on Prolate Spheroidal Wave Functions 2004 Gilbert G. Walter
Xiaoping Shen
+ Other semi-classical orthogonal polynomials 2017 Walter Van Assche