The L. de Branges proof of the I. M. Milin and L. Bieberbach conjectures
The author begins with a general introduction to the Bieberbach conjecture and then derives the Lebedev-Milin inequalities with arguments different from the ones used by \textit{L. de Branges} [Acta Math. 154, 137- 152 (1985; Zbl 0573.30014)]. The author states that he wishes to offer a solution that is widely accessible for verification. In addition, the author finds sharp bounds for \(| f^{(n)}(z)|\) \((| z| <1\), \(f\in S)\) and coefficient estimates for the subclass of bounded functions in S.
scientific article; zbMATH DE number 4012982