Coefficient bounds for certain Bazilevic maps
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Romanian Academy, Romania
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Abstract
Following Babalola [3] we obtain the best possible upper bound for the coefficients of functions in the class B_n^λ (γ) using a technique due to Nehari and Netanyahu [9] and an application of certain integral iteration of Caratheodory-type functions. The sharp bound on the Fekete-Szego functional in B_n^λ (γ) is also obtained