activity
20152021
collaborators

7 papers

math.CV2021

On interpolating sequences for Bloch type spaces

Alejandro Miralles, Mario P. Maletzki

When we deal with , it is known that interpolating sequences are interpolating and it is sufficient to interpolate idempotents of in order to interp…

math.FA2021

Lipschitz continuity of the dilation of Bloch functions on the unit ball of a Hilbert space and applications

Alejandro Miralles

Let be the open unit ball of a complex finite or infinite dimensional Hilbert space. If belongs to the space of Bloch functions on , we prove that…

math.FA2018

Bloch functions on the unit ball of a Banach space

Alejandro Miralles

The space of Bloch functions on bounded symmetric domains is extended by considering Bloch functions on the unit ball of finite and infinite dimensional complex Banach sp…

math.NT2016

Counting primes by sums of frequencies

Alejandro Miralles, Damià Torres

We introduce the sequence and prove that the asymptotic behaviour of is the same than , the prime-counting function. We also obtain t…

math.FA2015

Dual maps and the Dunford-Pettis property

Francisco J. García-Pacheco, Alejandro Miralles, Daniele Puglisi

We characterize the points of - continuity of dual maps, turning out to be the smooth points. We prove that a Banach space has the Schur property if and…

math.FA2015

Interpolating sequences for

Alejandro Miralles

We prove that under the extended Carleson's condition, a sequence is linear interpolating for for an infinite dimensional Hilbert space H. In…