Vol. 12(2). July 2021, No. 15, pp. 163-171.

ON THE COMPOSITION OF ANALYTIC FUNCTIONS IN THE UNIT DISC
Vol. 12 (2). July 2021, No. 15, pp. 163-171
C. GHOSH, S. K.DATTA, S. MONDAL

Abstract

In this article we proved some results on the composition of two analytic functions defined in the unit disc in terms of their maximum modulus and type. Also we introduced hyper exponent of convergence of zeros of such analytic functions and studied some growth properties of hyper exponent of convergence of zeros of composite analytic function in the unit disc


Full Text (PDF 93 K)