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ON THE GROWTH OF COMPOSITE ENTIRE FUNCTIONS WITH FINITE ITERATED LOGARITHMIC ORDER


CHINMAY GHOSH 1, SANJIB KUMAR DATTA 2, SUTAPA MONDAL 3 AND SUBHADIP KHAN 4
1. Department of Mathematics, Kazi Nazrul University, Nazrul Road, P.O.- Kalla C.H. Asansol-713340, West Bengal, INDIA e-mail: chinmayarp@gmail.com
2. Department of Mathematics, University of Kalyani, P.O.-Kalyani, Dist-Nadia, PIN-741235, West Bengal, INDIA e-mail: sanjibdatta05@gmail.com
3. Department of Mathematics, Kazi Nazrul University, Nazrul Road, P.O. - Kalla C.H. Asansol-713340, West Bengal, INDIA e-mail: sutapapinku92@gmail.com
4. Jotekamal High School, Village-Jotekamal, Block-Raghunathganj 2, Post-Jangipur, Dist- Murshidabad, Pin-742213, West Bengal, INDIA e-mail: subhadip204@gmail.com

Issue:

SSRSMI, Number 2, Volume XXX

Section:

Volume 30, Number 2

Abstract:

In this article we studied some growth properties of composite entire functions with finite iterated logarithmic order. Also, we defined iterated logarithmic order of an entire func-tion by using their maximum term. Further, we proved some results on the growth of composite entire functions of finite iterated logarithmic order in terms of their maximum terms.

Keywords:

Entire function, Iterated logarithmic order, Maximum term, Composition.

Code [ID]:

SSRSMI202002V30S01A0005 [0005292]

Note:

DOI:

Full paper:

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