Main Article Content
Abstract
The classical growth have been characterized in terms of approximation errors for a function continuous on [-1,1] by A.R. Reddy [14], and a compact set K of positive capacity by T. Winiarski [27] with respect to maximum norm. For a nonconstant entire function and ,it is well known that the function is indefinitely increasing convex function of . To establish the growth of precisely, R.P. Boas [2] has introduced the concept of order, defined by the number