SOME RESULTS OF THE GROWTH PROPERTIES OF ENTIRE FUNCTIONS OF SEVERAL COMPLEX VARIABLES ON THE BASIS OF THEIR (p, q)th RELATIVE GOL'DBERG ORDER AND (p, q)th-RELATIVE GOL'DBERG TYPE
By
Gyan Prakash Rathore1, Anupma Rastogi2 and Deepak Gupta3
1,2Department of Mathematics and Astronomy
3Faculty of Engineering and Technology
Lucknow University, Lucknow, Uttar Pradesh, India - 226007
Email: gyan.rathore1@gmail.com, anupmarastogi13121993@gmail.com, dg61279@gmail.com
(Received: January 22, 2023; In format: August 27, 2023; Revised: December 15, 2023; Accepted: December 16, 2023)
DOI: https://doi.org/10.58250/jnanabha.2023.53233
Abstract
Biswas [2] introduced the idea of (p; q)th-relative Gol'dberg order and (p; q)th-relative Gol'dberg type of an entire function of several complex variables. In this paper we want to establish some results of the growth analysis of entire function of several complex variables on the basis of their (p, q)-Ψ relative Gol'dberg order and (p, q)-Ψ relative Gol'dberg type of an entire function of several complex variables.
2020 Mathematical Sciences Classification: 32A15, 30D35
Keywords and Phrases: (p; q)- Ψ relative Gol'dberg order, (p, q)-Ψ relative Gol'dberg type, growth, entire function of several complex variables, (p, q)-Ψ relative Gol'dberg weak type.