Some results relating to (p,q)-th relative Gol'dberg order and (p,q)-relative Gol'dberg type of entire functions of several variables

TL;DR

This paper introduces new growth measures called (p,q)-th relative Gol'dberg order and type for entire functions of several variables, and investigates their properties.

Contribution

It defines and studies the properties of (p,q)-th relative Gol'dberg order and type, extending growth analysis of entire functions in several complex variables.

Findings

Defined (p,q)-th relative Gol'dberg order and type.

Analyzed growth properties based on these new measures.

Extended classical growth concepts to a broader setting.

Abstract

In this paper we introduce the notions of (p,q)-th relative Gol'dberg order and (p,q)-th relative Gol'dberg type of entire functions of several complex variables where p,q are any positive integers. Then we study some 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.