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In this article, a study of generalized Bateman's matrix polynomials is presented. We obtained partial differential equations by using differential operators in the generalized Bateman's matrix polynomials for two variables. Then we introduced some different recurrence relationships of the generalized Bateman's matrix polynomials. Finally present the relationship between the generalized Bateman's matrix polynomials of one and two variables.
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참고문헌 (21)
참고문헌 신청
Sayed Mohammad Abbas / 2013 / On some generating functions of generalized Bateman's and Pasternak's polynomials of two variables / 대한수학회논문집 28(1):87~105
R. Akta¸s / 2013 / Extended Jacobi matrix polynomials / Util. Math 92:47~64
A. Ali / 2019 / Generalization of Bateman polynomials / Int. J. Anal. Appl 17(5)
G. E. Andrews / 1999 / Special functions / Cambridge University Press
A.G. Constantine / 1972 / Partial differential equations for hypergeometric functions of two argument matrices / Journal of Multivariate Analysis 2(3):332~338
R. Akta¸s / 2013 / Extended Jacobi matrix polynomials / Util. Math 92:47~64
A. Ali / 2019 / Generalization of Bateman polynomials / Int. J. Anal. Appl 17(5)
G. E. Andrews / 1999 / Special functions / Cambridge University Press
A.G. Constantine / 1972 / Partial differential equations for hypergeometric functions of two argument matrices / Journal of Multivariate Analysis 2(3):332~338
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