id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-5869	Seoudy, Tamer M.; Shammaky, Amnah E. 	Certain Subclass of Multivalently Bazilevič and Non-Bazilevič Functions Involving the Lemniscate of Bernoulli	2025	14	.pdf	application/pdf	4956	378	90	[10] For real or complex numbers a, b, c(c ̸= 0,−1,−2, ...) and ξ ∈ U,∫ 1 0 tb−1(1− t)c−b−1(1− tξ)−adt = Γ(b)Γ(c−b) Γ(c) 2Ω1(a, b; c; ξ) (ℜ(c) > ℜ(b) > 0); (6) 2Ω1(a, b; c; ξ) In addition, if ρ (ξ) is a univalent function in U, then we have the following equivalence (see [1] and [2]): χ(ξ) ≺ ρ(ξ) (ξ ∈ U) ⇐⇒ χ(0) = ρ(0) and χ(U) ⊂ ρ(U).	cache/ejpam-5869.pdf	txt/ejpam-5869.txt