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2005•Journal of South China Normal UniversityRequires access

INFINITE ORDER DIRICHLET SERIES ON THE RIGHT HALF-PLANE

Sun Dao-chun

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Abstract

A type-function and the order on the type-function are defined.Then the infinite order Dirichlet series on the right half-plane is studied,and the relations between the order on the type-function and the coefficients of Dirichlet series are found.

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What this paper is about

A type-function and the order on the type-function are defined.Then the infinite order Dirichlet series on the right half-plane is studied,and the relations between the order on the type-function and the coefficients of Dirichlet series are found.

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Available abstract

A type-function and the order on the type-function are defined.Then the infinite order Dirichlet series on the right half-plane is studied,and the relations between the order on the type-function and the coefficients of Dirichlet series are found.

Key concepts: Dirichlet series, General Dirichlet series, Mathematics, Dirichlet eta function, Dirichlet conditions, Series (stratigraphy), Order (exchange), Mathematical analysis

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