Local Nevanlinna embedding for Hardy space of Dirichlet series below critical exponent

In this paper, we investigate a problem posed by Saksman and Seip [ Contemp. Math., 2016] on whether functions in the Hardy space of Dirichlet series $\mathcal{H}^p$, \(0<p<2\), are locally in the Nevanlinna class of the critical half-plane \(\mathbb C_{1/2}\). We show that the local Nevanlinna embe