Hyper Relative Order (p, q) of Entire Functions

Abstract

After the works of Lahiri and Banerjee [6] on the idea of relative order (p, q) of entire functions, we introduce in this paper hyper relative order (p, q) of entire functions where p, q are positive integers with p>q and prove sum theorem, product theorem and theorem on derivative.

Keywords

• entire functions
• hyper relative order (p, q)
• property(a)
• composition
• order (lower order)
• 30d20