%0 Journal Article
%T The Growth of Entire Functions Defined by Laplace¨CStieltjes Transforms Related to Proximate Order and Approximation
%A Chen
%A Jian
%A Tang
%A Wen Ju
%A Xu
%A Hong Yan
%J -
%D 2020
%R https://doi.org/10.1155/2020/5809767
%X In this article, we discuss the growth of entire functions represented by Laplace¨CStieltjes transform converges on the whole complex plane and obtain some equivalence conditions about proximate growth of Laplace¨CStieltjes transforms with finite order and infinite order. In addition, we also investigate the approximation of Laplace¨CStieltjes transform with the proximate order and obtain some results containing the proximate growth order, the error, , and , which are the extension and improvement of the previous theorems given by Luo and Kong and Singhal and Srivastava
%U https://www.hindawi.com/journals/jfs/2020/5809767/