Représentations d'opérateurs à valeurs dans L1 (X,..,..).
Représentations fonctionnelles d'espaces vectoriels réticulés
Représentations intégrales dans les cônes convexes conucléaires et applications
Representations of bimeasures
Separately σ-additive and separately finitely additive complex functions on the Cartesian product of two algebras of sets are represented in terms of spectral measures and their finitely additive counterparts. Applications of the techniques include a bounded joint convergence theorem for bimeasure integration, characterizations of positive-definite bimeasures, and a theorem on decomposing a bimeasure into a linear combination of positive-definite ones.
Representations of bornological algebras.
Representations of generalized measures by integrals
Representations of H...(G) and invariant subspaces.
Representations of higher rank graph algebras.
Representations of modules over a *-algebra and related seminorms
Representations of a module over a *-algebra are considered and some related seminorms are constructed and studied, with the aim of finding bounded *-representations of .
Representations of Orlicz lattices [Book]
Representations of Riesz spaces as spaces of measures. I
Representations of Riesz spaces as spaces of measures. II
Representations of tensor product L.M.C.*-Algebras 1.
Representations of the Banach algebra ...1(S).
Representations of the direct product of matrix algebras
Suppose B is a unital algebra which is an algebraic product of full matrix algebras over an index set X. A bijection is set up between the equivalence classes of irreducible representations of B as operators on a Banach space and the σ-complete ultrafilters on X (Theorem 2.6). Therefore, if X has less than measurable cardinality (e.g. accessible), the equivalence classes of the irreducible representations of B are labeled by points of X, and all representations of B are described (Theorem 3.3).
Representations of the spaces
We give a representation of the spaces as spaces of vector-valued sequences and use it to investigate their topological properties and isomorphic classification. In particular, it is proved that is isomorphic to the sequence space , thereby showing that the isomorphy class does not depend on the dimension N if p=2.
Representations of topological algebras by projective limits.
Representations of topological projector dense lattice algebras
Représentations -adiques de dimension infinie de sous-groupes ouverts de
Representative subalgebra of a complete ultrametric Hopf algebra