The Growth of Analytic Dirichlet Series of Order Zero
Received:June 11, 1991  Revised:June 14, 1993
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Ding Xiaoqing Dept. of Appl. M th.
Northwestern Polytechnic 1 University
Xi\' n 
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Abstract:
      A new and more general growth index is introduced to the analytic function of (R) order zero, which is represented by Dirichlet series converging only in the right half-plane. Studied here are the properties of the index and the type with respect to it. What we obtained here improve some known results in [1,2].
Citation:
DOI:10.3770/j.issn:1000-341X.1993.04.023
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