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The coefficients of Bazilevi[cbreve] functions

Let B α denote the subclass of S consisting of the Bazilevi[cbreve] functions. For f ∈ B α, the logarithmic coefficients |γ n | and the coefficients |D n (λ)| of the function (f (z)/z)λ ( ) are considered. We show that and where A 1 and A 2 are two constants, and the exponents −1 and 2λ − 1 are sharp.