2009•Journal of Nanchang UniversityRequires access

The Approximation Problem of Dirichlet Series of Finite Order In The Half Plane

Yongzheng Zhou

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Abstract

In this paper,the error in approximating Dirichlet series of finite order in the half plane by Dirichlet polynomials is studied and some relation between the error and the order and type of Dirichlet series is obtained.

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What this paper is about

In this paper,the error in approximating Dirichlet series of finite order in the half plane by Dirichlet polynomials is studied and some relation between the error and the order and type of Dirichlet series is obtained.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In this paper,the error in approximating Dirichlet series of finite order in the half plane by Dirichlet polynomials is studied and some relation between the error and the order and type of Dirichlet series is obtained.

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

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