Bonet Solves, José Antonio(Editorial Universitat Politècnica de València, 2008-04-23)
Discurso leído en el acto de recepción como académico del número de la Real Academia de Ciencias Exactas, Físicas y Naturales, por D. José Bonet Solves y contestación de D. Manuel Valdivia Ureña el 23 de abril de 2008. El ...
El creciente impacto de las matemáticas en la ciencia, la tecnología y en nuestra vida cotidiana es indudable. Las matemáticas son relevantes en biología, en telecomunicación, en tratamiento de imágenes, en robótica, en ...
Rodríguez Arenas, Alberto(Universitat Politècnica de València, 2020-03-26)
[ES] El objetivo de esta tesis es estudiar las propiedades ergódicas (acotación en potencias, ergodicidad media y ergodicidad media uniforme) de operadores definidos en varios espacios de funciones. En un espacio Hausdorff ...
Bonet Solves, José Antonio(Canadian Mathematical Society, 2021)
[EN] Extending a result of Mashreghi and Ransford, we prove that every complex separable infinite-dimensional Frechet space with a continuous norm is isomorphic to a space continuously included in a space of holomorphic ...
Bonet Solves, José Antonio; Wright, J.D. Maitland(Mathematical Society of Serbia, 2012-12)
[EN] In this note we show that weakly compact operators from a Banach space X into
a complete (LB)-space E need not factorize through a reflexive Banach space. If E is a Fréchet space, then weakly compact operators from ...
Bonet Solves, José Antonio; Fernandez Rosell, Carmen; Galbis Verdu, Antonio; Ribera Puchades, Juan Miguel(Duke University Press, 2017)
[EN] Frames and Bessel sequences in Fr\'echet spaces and their duals are defined and studied. Their relation with Schauder frames and representing systems is analyzed. The abstract results presented here, when applied to ...
Albanese, A.; Bonet Solves, José Antonio(Elsevier, 2012)
We exhibit examples of Fréchet Montel spaces E which have a non-reflexive Fréchet quotient but such that every Banach quotient is finite-dimensional. The construction uses a method developed by Albanese and Moscatelli and ...
Bonet Solves, José Antonio(Springer-Verlag, 2022-01)
[EN] Some criteria for the continuity of Hausdorff operators on weighted Banach spaces of analytic functions with sup-norms are presented. The operator is defined in a different way on spaces of entire functions and on ...
Bonet Solves, José Antonio; Domański, Paweł(Cambridge University Press, 2012-11)
We study the dynamical behaviour of composition operators C φ defined on spaces A(Ω) of real analytic functions on an open subset Ω of ℝ d. We characterize when such operators are topologically transitive, i.e. when for ...
Bonet Solves, José Antonio; Calvo Roselló, Vicenta; Peris Manguillot, Alfredo; Ródenas Escribá, Francisco de Asís(Editorial Universitat Politècnica de València, 2023-09-27)
Este texto presenta una exposición detallada de la integración múltiple, los fundamentos de la teoría de campos y las integrales de línea y de superficie. Se ha añadido también un apéndice acerca de superficies cuádricas ...
Bonet Solves, José Antonio; Galbis, Antonio(Springer-Verlag, 2020-07-27)
[EN] We describe the proper closed invariant subspaces of the integration operator when it acts continuously on countable intersections and countable unions of weighted Banach spaces of holomorphic functions on the unit ...
Juan Huguet, Jordi(Universitat Politècnica de València, 2012-01-10)
En el contexto de las clases de funciones no casi analíticas de Braun, Meyse yTaylor, definimos espacios de funciones mediante los iterados de un operador en derivadas parcial lineales. Estudiamos la completidud de estos ...
Juan Huguet, Jordi(Universitat Politècnica de València, 2011-02-04)
En el año 1960 Komatsu introdujo ciertas clases de funciones infinitamente derivables definidas mediante estimaciones del crecimiento de los sucesivos iterados de un operador en derivadas parciales cuando estudiaba propiedades ...
Seyoum, Werkaferahu; Mengestie, Tesfa; Bonet Solves, José Antonio(Springer-Verlag, 2019-12-05)
[EN] Every bounded composition operator C psi defined by an analytic symbol psi on the complex plane when acting on generalized Fock spaces F phi p,1 <= p <=infinity and p=0, is power bounded. Mean ergodic and uniformly ...
Bonet Solves, José Antonio; Jorda Mora, Enrique; Rodríguez-Arenas, Alberto(Springer-Verlag, 2018)
[EN] Multiplication operators on weighted Banach spaces and locally convex spaces of continuous functions have been thoroughly studied. In this note, we characterize when continuous multiplication operators on a weighted ...
Bonet Solves, José Antonio; de Pagter, Ben; Ricker, Werner Joseph(2011-09-26)
Connections between (positive) mean ergodic operators acting in Banach lattices and properties of the underlying lattice itself are well understood (see the works of Emel'yanov, Wolff and Zaharopol). For Frechet lattices ...
Albanese, Angela Anna; Bonet Solves, José Antonio; Ricker, Werner Joseph(Springer Verlag (Germany), 2012-09)
We present criteria for determining mean ergodicity of C 0-semigroups of linear operators in a sequentially complete, locally convex Hausdorff space X. A characterization of reflexivity of certain spaces X with a basis via ...
Albanese, Angela A.; Bonet Solves, José Antonio; Ricker, Werner J.(Springer-Verlag, 2016)
[EN] A detailed investigation is made of the continuity, the compactness and the spectrum of the Cesàro operator C acting on the weighted Banach sequence space c0(w) for a bounded, strictly positive weight w. New features ...