An estimate on the relative Morse index for strongly indefinite functionals.
ε-productos tensoriales y limites inductivos.
The approximation property of order p in locally convex spaces.
The dual and bidual of an echelon Köthe space.
Reflexivity of projective tensor products of echelon and coechelon Kothe spaces.
Caracterización de los sub-retículos K-complementados de un espacio escalonado de Kothe.
El producto tensorial (p-r-s)-proyectivo de espacios perfectos de Frechet-Montel.
Reflexividad en los espacios escalonados de Kóthe.
Subespacios de un espacio escalonado de Köthe.
On operator ideals related to (p,σ)-absolutely continuous operators
We study tensor norms and operator ideals related to the ideal , 1 < p < ∞, 0 < σ < 1, of (p,σ)-absolutely continuous operators of Matter. If α is the tensor norm associated with (in the sense of Defant and Floret), we characterize the -nuclear and - integral operators by factorizations by means of the composition of the inclusion map with a diagonal operator , where r is the conjugate exponent of p’/(1-σ). As an application we study the reflexivity of the components of the ideal...
A note on natural tensor products containing complemented copies of
On the structure of ultraproducts of real interpolation spaces.
The approximation property of order (p,q) in Banach spaces.
Ideales de operadores absolutamente continuos.
The associated tensor norm to -absolutely summing operators on -spaces
We give an explicit description of a tensor norm equivalent on to the associated tensor norm to the ideal of -absolutely summing operators. As a consequence, we describe a tensor norm on the class of Banach spaces which is equivalent to the left projective tensor norm associated to .
Hyperbolic heat conduction in two semi-infinite bodies in contact
We find, under the viewpoint of the hyperbolic model of heat conduction, the exact analytical solution for the temperature distribution in all points of two semi-infinite homogeneous isotropic bodies that initially are at uniform temperatures and , respectively, suddenly placed together at time and assuming that the contact between the bodies is perfect. We make graphics of the obtained temperature profiles of two bodies at different times and points. And finally, we compare the temperature...
Page 1