Lev Aizenberg, Victor Gotlib, Alekos Vidras
Published 2007-06-25Version 1
We prove that the abscissas of Bohr and Rogosinski for ordinary Dirichlet series, mapping the right half-plane into the bounded convex domain $G\subset \mathbb{C} $ are independent of the domain $G$. Furthermore, we obtain new estimates about these abscissas.
Construction of an Ordinary Dirichlet Series with Convergence beyond the Bohr Strip
Analyticity of semigroups on the right half-plane
Integral means and boundary limits of Dirichlet series
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