Growth Analysis of Composite Entire Functions Related to Slowly Changing Functions Oriented Relative Order and Relative Type

Datta Sanjib Kumar; Biswas Tanmay; Bhattacharyya Sarmila

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Growth Analysis of Composite Entire Functions Related to Slowly Changing Functions Oriented Relative Order and Relative Type

机译：面向函数的相对变化和相对类型的复合整函数的增长分析

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摘要

Some results on comparative growth properties of maximum terms and maximum moduli of composite entire functions on the basis of relative -order and relative -type are proved in this paper.

机译：在相对阶和相对型的基础上，证明了复合整体函数的最大项和最大模的比较增长性质。

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《Journal of Complex Analysis》 |2014年第1期|共页
作者
Datta Sanjib Kumar; Biswas Tanmay; Bhattacharyya Sarmila;
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中图分类数学;
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5. Dynamics, thermodynamic formalism and perturbations of transcendental entire functions of finite singular type. [D] . Coiculescu, Ion. 2005

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6. Growth Analysis of Composite Entire and Meromorphic Functions in the Light of Their Relative Orders [O] . Sanjib Kumar Datta, Tanmay Biswas, Chinmay Biswas 2014

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7. Relative Order and Relative Type Oriented Growth Properties of Generalized Iterated Entire Functions [O] . Tanmay Biswas 2020

机译：广义迭代整个函数的相对阶和相对类型取向性能

Growth Analysis of Composite Entire Functions Related to Slowly Changing Functions Oriented Relative Order and Relative Type

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