Bohr’s inequalities on a bounded balanced domain
IMAG Functional Analysis Seminar Title: Bohr’s inequalities on a bounded balanced domain By Tatsuhiro Honda (Senshu University, Japan) Abstract: In 1914, H. Bohr proved that if the power series \(f(\zeta)=\sum_{j=0}^{\infty}a_j\zeta^j\) converges in \(\mathbb{U}\), where (\mathbb{U}\) is the unit disc in \(\mathbb{C}\), and \(|f(\zeta)|<1\) holds for all \(\zeta \in \mathbb{U}\), thenContinue Reading

