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Produits finis de commutateurs dans les C * -algèbres

Pierre de La Harpe, Georges Skandalis (1984)

Annales de l'institut Fourier

Soient A une C * -algèbre approximativement finie simple avec unité, G L 1 ( A ) le groupe des inversibles et U 1 ( A ) le groupe des unitaires de A . Nous avons défini dans un précédent travail un homomorphisme Δ T , appelé déterminant universel de A , de G L 1 ( A ) sur un groupe abélien associé à A . Nous montrons ici que, pour qu’un élément x dans G L 1 ( A ) ou dans U 1 ( A ) soit produit d’un nombre fini de commutateurs, il (faut et il) suffit que x Ker ( Δ T ) . Ceci permet en particulier d’identifier le noyau de la projection canonique K 1 ( A ) K 1 top ( A ) . On établit aussi...

Projections onto the spaces of Toeplitz operators

Marek Ptak (2005)

Annales Polonici Mathematici

Projections onto the spaces of all Toeplitz operators on the N-torus and the unit sphere are constructed. The constructions are also extended to generalized Toeplitz operators and applied to show hyperreflexivity results.

Projectivity and lifting of Hilbert module maps

Douglas N. Clark (1997)

Annales Polonici Mathematici

In a recent paper, Carlson, Foiaş, Williams and the author proved that isometric Hilbert modules are projective in the category of Hilbert modules similar to contractive ones. In this paper, a simple proof, based on a strengthened lifting theorem, is given. The proof also applies to an equivalent theorem of Foiaş and Williams on similarity to a contraction of a certain 2 × 2 operator matrix.

Currently displaying 341 – 360 of 421