Title of article :
Note on Multivariable Humbert Matrix Polynomials
Author/Authors :
AKTAŞ, Rabia Ankara Üniversitesi - Faculty of Science - Department of Mathematics, Turkey
From page :
747
To page :
754
Abstract :
In this paper, we deal with some properties of the matrix extension of the multivariable Humbert polynomials defined by Aktaş et.al [Aktaş, R., Çekim, B. and Şahin, R., The matrix version for the multivariable Humbert polynomials, Miskolc Mathematical Notes, 13(2) (2012), 197-208]. We give differential equations for the products of these matrix polynomials and some other multivariable matrix polynomials, and also we present some new relations for the multivariable Humbert matrix polynomials.
Keywords :
Multivariable Humbert matrix polynomials , Chan , Chyan , Srivastava matrix polynomials , Erkus , Srivastava matrix polynomials , multivariable Lagrange , Hermite matrix polynomials , differential equation
Journal title :
Gazi University Journal Of Science
Journal title :
Gazi University Journal Of Science
Record number :
2600747
Link To Document :
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