id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-411	Dziok, Jacek; Srivastava, Hari M.	A Unified Class of Analytic Functions with Varying Argument of Coefficients	2009	23	.pdf	application/pdf	6544	399	83	Since ���� z f ′(z) f (z) − 1 ���� = �������� ∞∑ n=2 (n− 1 )anzn z + ∞∑ n=2 anzn �������� ≦ ∞∑ n=2 (n− 1 ) ��an �� |z|n−1 1− ∞∑ n=2 ��an �� |z|n−1 , by putting |z|= r, the condition (1.5) is true if ∞∑ n=2 n−α 1−α ��an �� rn−1 ≦ 1. (6.2) For a function f of the form (1.1), the inequality (5.2) is equivalent to the following inequality: ∫ 2π 0 �����1+ ∞∑ n=2 anzn−1 ����� λ dθ ≦ ∫ 2π 0 ����1− B−	cache/ejpam-411.pdf	txt/ejpam-411.txt