2003•Journal of South China Normal UniversityRequires access

ON THE DIRICHLET SERIES OF THE GROWTH OF ZERO ORDER IN THE RIGHT HALF-COMPLEX PLANE

Zheng Shao-wei

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Abstract

The relations among the coefficients, exponent, maximum term, maximum modulus of the Dirichlet series' sum-function and its normal growth are studied. The properties of the Dirichlet series of the growth of zero order in the right half-complex plane are described.

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The relations among the coefficients, exponent, maximum term, maximum modulus of the Dirichlet series' sum-function and its normal growth are studied. The properties of the Dirichlet series of the growth of zero order in the right half-complex plane are described.

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Available abstract

The relations among the coefficients, exponent, maximum term, maximum modulus of the Dirichlet series' sum-function and its normal growth are studied. The properties of the Dirichlet series of the growth of zero order in the right half-complex plane are described.

Key concepts: Dirichlet series, Mathematics, Dirichlet eta function, General Dirichlet series, Zero (linguistics), Dirichlet L-function, Exponent, Series (stratigraphy)

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