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most citedMultipliers for Hardy spaces of Dirichlet series

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math.CV20221 cited

Multipliers for Hardy spaces of Dirichlet series

Tomás Fernandez Vidal, Daniel Galicer, Pablo Sevilla-Peris

We characterize the space of multipliers from the Hardy space of Dirichlet series into for every . For a fixed Dirichlet serie…

math.CV2020

The vortex-like behavior of the Riemann zeta function to the right of the critical strip

Juan Matías Sepulcre, Tomás Vidal

Based on an equivalence relation that was established recently on exponential sums, in this paper we study the class of functions that are equivalent to the Riemann zeta function i…

math.CV2018

On the real projections of zeros of almost periodic functions

J. M. Sepulcre, T. Vidal

This paper deals with the set of the real projections of the zeros of an arbitrary almost periodic function defined in a vertical strip . It provides practical results in order…

math.CV2018

Sets of values of equivalent almost periodic functions

J. M. Sepulcre, T. Vidal

In this paper we establish a new equivalence relation on the spaces of almost periodic functions which allows us to prove a result like Bohr's equivalence theorem extended to the c…

math.CV2017

A generalization of Bohr's Equivalence Theorem

J. M. Sepulcre, T. Vidal

Based on a generalization of Bohr's equivalence relation for general Dirichlet series, in this paper we study the sets of values taken by certain classes of equivalent almost perio…

math.CV2011

On the real projection of the zeros of 1+2^s+...+n^s

Eric Dubon, Gaspar Mora, Juan Matías Sepulcre +2

In this paper, we focus on the existence of accumulation points of the subset defined by the real projection of the zeros of the partial sums of the Riemann zeta functions. That wo…