Sharp estimates are given for the pre-Schwarzian norm of functions in S*(φ) and C(φ) for φ(z)=1/(1-z)^s (0<s≤1) and φ(z)=(1+sz)^2 (0<s≤1/√2).
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An estimation of the pre-Schwarzian norm for certain classes of analytic functions
Sharp estimates are given for the pre-Schwarzian norm of functions in S*(φ) and C(φ) for φ(z)=1/(1-z)^s (0<s≤1) and φ(z)=(1+sz)^2 (0<s≤1/√2).