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Buscar por Autor Vidal, Tomás

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AccesoVista previaFecha de publicaciónTítuloAutor/es
Acceso abierto2018_Sepulcre_Vidal_RamanujanJ_final.pdf.jpgmay-2018Almost periodic functions in terms of Bohr’s equivalence relationSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2020_MediterrJMath_final.pdf.jpg27-oct-2020Bochner-Type Property on Spaces of Generalized Almost Periodic FunctionsSepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2019_Sepulcre_Vidal_RamanujanJ_final.pdf.jpgago-2019Bohr’s equivalence relation in the space of Besicovitch almost periodic functionsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2021_AequatMath_final.pdf.jpgfeb-2021A class of functional equations associated with almost periodic functionsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoRighetti_etal_2022_JMathAnalAppl.pdf.jpg9-abr-2022The converse of Bohr's equivalence theorem with Fourier exponents linearly independent over the rational numbersRighetti, Mattia; Sepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2019_Sepulcre_Vidal_RamanujanJ_final.pdf.jpgabr-2019Correction to: Almost periodic functions in terms of Bohr’s equivalence relationSepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2016_Sepulcre_Vidal_ComplVarEllipticEquations_preprint.pdf.jpg2016Equivalence classes of exponential polynomials with the same set of zerosSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2023_QuaestionesMathematicae_accepted.pdf.jpg16-ene-2022Equivalent almost periodic functions in terms of the new property of almost equalitySepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2019_Sepulcre_Vidal_ComplexAnalOperTheory_final.pdf.jpgjun-2019A Generalization of Bohr’s Equivalence TheoremSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2021_AnalMathPhys_final.pdf.jpg15-feb-2021A new geometrical perspective on Bohr-equivalence of exponential polynomialsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2022_CanadMathBull.pdf.jpg18-ene-2022A note on spaces of almost periodic functions with values in Banach spacesSepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2014_Dubon_etal_RACSAM_final.pdf.jpgsep-2014A note on the real projection of the zeros of partial sums of Riemann zeta functionDubon, Eric; Mora, Gaspar; Sepulcre, Juan Matias, et al
Acceso restringido2015_Mora_etal_RACSAM_final.pdf.jpgsep-2015On a conjecture of Lapidus and van FrankenhuysenMora, Gaspar; Sepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2015_Sepulcre_Vidal_MediterrJMath_final.pdf.jpgjul-2015On the Analytic Solutions of the Functional Equations w 1 f(a 1 z) + w 2 f(a 2 z) + ... + w n f(a n z) = 0Sepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2013_Mora_etal_BullLondonMathSoc_final.pdf.jpg17-jul-2013On the existence of exponential polynomials with prefixed gapsMora, Gaspar; Sepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2014_Mora_etal_RACSAM_final.pdf.jpgene-2014On the existence of fractal strings whose set of dimensions of fractality is not perfectMora, Gaspar; Sepulcre, Juan Matias; Vidal, Tomás
Acceso abierto2016_Sepulcre_Vidal_JMathAnalAppl_final.pdf.jpg1-may-2016On the non-isolation of the real projections of the zeros of exponential polynomialsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2022_CarpathianJMath.pdf.jpg2022On the real projections of zeros of analytic almost periodic functionsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2021_RamanujanJ_preprint.pdf.jpg9-feb-2021Sets of values of equivalent almost periodic functionsSepulcre, Juan Matias; Vidal, Tomás
Acceso abiertoSepulcre_Vidal_2022_ResultsMath.pdf.jpg16-dic-2021The Vortex-like Behavior of the Riemann Zeta Function to the Right of the Critical StripSepulcre, Juan Matias; Vidal, Tomás
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