spaces and their application to elliptic partial differential operators
L y L*-convergencias en G(H).
Given a real separable Hilbert space H, we denote with G(H) the geometry of closed linear subspaces of H.The strong convergence of sequences of subspaces is shown to be a L*-convergence and the weak convergence a L-convergence.The smallest L*-convergence containing the weak convergence is found, and the orthogonal image of the strong convergence, which is also a L*-convergence, is defined.
L¹ representation of Riesz spaces
Let E be a Riesz space. By defining the spaces and of E, we prove that the center of is and show that the injectivity of the Arens homomorphism m: Z(E)” → Z(E˜) is equivalent to the equality . Finally, we also give some representation of an order continuous Banach lattice E with a weak unit and of the order dual E˜ of E in which are different from the representations appearing in the literature.
L1-Räume und Liftings von Operatoren nach Quotienten lokalkonvexer Räume.
L2 Riemannian-Roch Theorem for Elliptic Operators.
L²-Angles between one-dimensional tubes
L²-homology and reciprocity for right-angled Coxeter groups
Let W be a Coxeter group and let μ be an inner product on the group algebra ℝW. We say that μ is admissible if it satisfies the axioms for a Hilbert algebra structure. Any such inner product gives rise to a von Neumann algebra containing ℝW. Using these algebras and the corresponding von Neumann dimensions we define -Betti numbers and an -Euler charactersitic for W. We show that if the Davis complex for W is a generalized homology manifold, then these Betti numbers satisfy a version of Poincaré...
La categorie Abelienne des quotients de type
We construct the category of quotients of -spaces and we show that it is Abelian. This answers a question of L. Waelbroeck from 1990.
La comonade de la kelleyfication convexe
La conjecture de la couronne en analyse complexe et p-adique
La convolution dans faible de
La dualité et ses applications, d’après Ch. Feffermann et E. M. Stein
La estructura de la convergencia continua y su importancia en el cálculo diferencial en espacios no-normables.
La Extension De Caratheodory Para Medidas Con Valores En Operadores Positivos.
La Fonctionnelle g Et Queloques Problèmes Des Meilleures Approximations Dans Des Espaces Normés
La loi du logarithme itéré bornée dans les espaces de Banach
La méthode d'interpolation complexe : applications aux treillis de Banach
La presque-périodicité et les coalgèbres injectives
La propiedad de Orlicz-Pettis en análisis p-ádico.
La propiedad de Radon-Nikodym en espacios de Banach duales.