id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-887	Xu, Qing-Hua; Wu, Guang-Ping	Coefficient Estimate for a Subclass of Univalent Functions with Respect to Symmetric Points	2010	7	.pdf	application/pdf	2038	170	87	We say that f ∈ S ∗s (g), if it satisfies the following condition: 2z f ′(z) f (z)− f (−z) ∈ g(U) (z ∈ U). If f ∈ S ∗s (g), then |a2n+1| ≤ |g′(0)| n!2n n−1 ∏ j=1 (|g′(0)|+ 2 j) (n ∈ N), (2) and |a2n| ≤ |g′(0)| n!2n n−1 ∏ j=1 (|g′(0)|+ 2 j) (n ∈ N).	cache/ejpam-887.pdf	txt/ejpam-887.txt