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Generalized Growth and Faber Polynomial Approximation of Entire Functions of Several Complex Variables in Some Banach Spaces
Journal article   Peer reviewed

Generalized Growth and Faber Polynomial Approximation of Entire Functions of Several Complex Variables in Some Banach Spaces

Devendra Kumar and Manisha Vijayran
Applications and applied mathematics, Vol.15(1), pp.582-597
01/06/2020

Abstract

Mathematics Mathematics, Applied Physical Sciences Science & Technology
In this paper the relationship between the generalized order of growth of entire functions of many complex variables m(m >= 2) over Jordan domains and the sequence of Faber polynomial approximations in some Banach spaces has been investigated. Our results improve the various results shown in the literature.

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