Growth of central index on the basis of relative L*- order, relative L*-lower order, relative L*-hyper order of entire functions

undefined; undefined; Dharmendra Kumar Gautam*; Anupma Rastogi

Journal Article

Growth of central index on the basis of relative L- order, relative L-lower order, relative L*-hyper order of entire functions

Gautam* D
et al.

International Journal of Innovative Technology and Exploring Engineering (2019) 9(2) 3265-3268

DOI: 10.35940/ijitee.b8012.129219

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Abstract

In this paper we discuss relative L*-order, relative L*- lower order, and relative L*- hyper order of an entire functions with respect to central index. Also we study some growth properties of composite entire functions.

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Gautam*, D. K., & Rastogi, A. (2019). Growth of central index on the basis of relative L*- order, relative L*-lower order, relative L*-hyper order of entire functions. International Journal of Innovative Technology and Exploring Engineering, 9(2), 3265–3268. https://doi.org/10.35940/ijitee.b8012.129219

Growth of central index on the basis of relative L*- order, relative L*-lower order, relative L*-hyper order of entire functions

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Growth of central index on the basis of relative L- order, relative L-lower order, relative L*-hyper order of entire functions