Buscar en RiuNet

Listar

Todo RiuNet

Mi cuenta

Acceder

Ayuda RiuNet

Admin. UPV

Listar por autor "Juan Blanco, María Aránzazu"

Mostrando ítems 1-13 de 13

A Komlós Theorem for abstract Banach latticesof measurable functions

Jiménez Fernández, Eduardo; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (Elsevier, 2011)

Consider a Banach function space X(mu) of (classes of) locally integrable functions over a sigma-finite measure space (Omega, Sigma, mu) with the weak sigma-Fatou property. Day and Lennard (2010) [9] proved that the theorem ...
Banach Lattice Structures and Concavifications in Banach Spaces

Agud Albesa, Lucia; Calabuig, J. M.; Juan, Maria Aranzazu; Sánchez Pérez, Enrique Alfonso (MDPI AG, 2020-01)

[EN] Let (Omega,sigma,mu) be a finite measure space and consider a Banach function space Y(mu). We say that a Banach space E is representable by Y(mu) if there is a continuous bijection I:Y(mu)-> E. In this case, it is ...
Flexible Hybrid Electrodes for Continuous Measurement of the Local Temperature in Long-Term Wounds

Rodes-Carbonell, Ana María; Torregrosa-Valls, Juan; Guill Ibáñez, Antonio; Tormos Ferrando, Álvaro; Juan Blanco, María Aránzazu; Cebrián Ferriols, Antonio José (MDPI AG, 2021-04)

[EN] Long-term wounds need a continuous assessment of different biophysical parameters for their treatment, and there is a lack of affordable biocompatible devices capable of obtaining that uninterrupted flow of data. A ...
Maurey-Rosenthal domination for abstract Banach lattices

Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (SpringerOpen, 2013)

We extend the Maurey-Rosenthal theorem on integral domination and factorization of p-concave operators from a p-convex Banach function space through Lp-spaces for the case of operators on abstract p-convex Banach lattices ...
On the Banach lattice structure of L-w(1) of a vector measure on a delta-ring

Calabuig Rodriguez, Jose Manuel; Delgado Garrido, Olvido; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (Universitat de Barcelona, 2014-01)

We study some Banach lattice properties of the space L-w(1)(v) of weakly integrable functions with respect to a vector measure v defined on a delta-ring. Namely, we analyze order continuity, order density and Fatou type ...
Optimal extensions of compactness properties for operators on Banach function spaces

Calabuig, J. M.; Jiménez Fernández, Eduardo; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (Elsevier, 2016)

[EN] Compactness type properties for operators acting in Banach function spaces are not always preserved when the operator is extended to a bigger space. Moreover, it is known that there exists a maximal (weakly) compact ...
Regular methods of summability and the weak sigma-Fatou property in abstract Banach lattices of integrable functions

Jiménez Fernández, Eduardo; Juan Blanco, María Aranzazu; Sánchez Pérez, Enrique Alfonso (Belgian Mathematical Society, 2018)

[EN] Consider an abstract Banach lattice. Under some mild assumptions, it can be identi¿ed with a Banach ideal of integrable functions with respect to a (non necessarily ¿-¿nite) vector measure on a ¿-ring. Extending some ...
Representation and factorization theorems for almost-L-p-spaces

Calabuig, J. M.; Galdames, O.; JUAN BLANCO, MARÍA ARÁNZAZU; Sánchez Pérez, Enrique Alfonso (Elsevier, 2019-09)

[EN] We extend the notions of p-convexity and p-concavity for Banach ideals of measurable functions following an asymptotic procedure. We prove a representation theorem for the spaces satisfying both properties as the one ...
Spaces of p-integrable functions with respect to a vector measure defined on a delta-ring

Calabuig Rodriguez, Jose Manuel; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (ELEMENT, 2012)

[EN] The lattice properties of the Banach lattices Lp(m) and Lpw(m) of p-integrable real-valued functions and weakly p-integrable real-valued functions with respect to a vector measure m defined on a delta-ring are ...
Tensor product representation of Kothe-Bochner spaces and their dual spaces

Calabuig, J. M.; Jiménez Fernández, Eduardo; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (Springer Verlag, 2016-03)

We provide a tensor product representation of Kothe-Bochner function spaces of vector valued integrable functions. As an application, we show that the dual space of a Kothe-Bochner function space can be understood as a ...
The Köthe Dual of an Abstract Banach Lattice

Jiménez Fernández, Eduardo; Juan Blanco, María Aránzazu; Sánchez Pérez, Enrique Alfonso (Hindawi Publishing Corporation, 2013)

We analyze a suitable definition of Kothe dual for spaces of integrable functions with respect to vector measures defined on delta-rings. This family represents a broad class of Banach lattices, and nowadays it seems to ...
Vector measures on (delta) rings and representation theorems for Banach lattices with the -Fatou property

Juan Blanco, María Aránzazu (Universitat Politècnica de València, 2011-09-28)

In this work we analizethe representation theorems for Banach lattices
Vector measures on delta-rings and representation theorems of banach lattices

Juan Blanco, María Aránzazu (Editorial Universitat Politècnica de València, 2011-07-26)

El espacio de funciones integrables con respecto a una medida vectorial, amén de interesante en si mismo, sirve de herramienta para aplicaciones en problemas importantes como la representación integral y el estudio del ...