On inductive limits of matrix algebras over higher dimensional spaces, part II.
On inductive limits of matrix algebras over higher dimensional spaces, part I.
On inductive limits of topological algebras
On interpolation of bilinear operators by methods associated to polygons
Stabiliamo teoremi di interpolazione bilineare per una combinazione dei metodi di - e -interpolazione associati ai poligoni, e per il -metodo. Mostriamo che un simile risultato fallisce per il -metodo, e diamo applicazioni all'interpolazione di spazi di operatori.
On interpolation of tensor products of Banach spaces.
For the complex interpolation method, Kouba proved an important interpolation formula for tensor products of Banach spaces. We give a partial extension of this formula in the injective case for the Gustavsson?Peetre method of interpolation within the setting of Banach function spaces.
On interpolation of weighted -spaces and Ovchinnikov’s theorem
On interpolation with boundary conditions.
On isomorphic classification of tensor products [Book]
On large subspaces of the Schatten -classes
On left -biflat Banach algebras
We study the notion of left -biflatness for Segal algebras and semigroup algebras. We show that the Segal algebra is left -biflat if and only if is amenable. Also we characterize left -biflatness of semigroup algebra in terms of biflatness, when is a Clifford semigroup.
On Limit Permanence of Projectivity and Ingectivity
On Lindenstrauss-Pełczyński spaces
We consider some stability aspects of the classical problem of extension of C(K)-valued operators. We introduce the class ℒ of Banach spaces of Lindenstrauss-Pełczyński type as those such that every operator from a subspace of c₀ into them can be extended to c₀. We show that all ℒ-spaces are of type but not conversely. Moreover, -spaces will be characterized as those spaces E such that E-valued operators from w*(l₁,c₀)-closed subspaces of l₁ extend to l₁. Regarding examples we will show that...
On Local Uniform Topological Algebras
2000 Mathematics Subject Classification: Primary 46H05, 46H20; Secondary 46M20.Every unital "combinatorially regular" commutative uniform complete locally m-convex algebra is local.
On Lorentz-Zygmund spaces [Book]
On neighborhoods of the Kuratowski imbedding beyond the first extremum of the diameter functional
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...
On projections in spaces of bounded analytic functions with applications
On pseudonormability of some particular classes of spaces
On quasi-free Hilbert modules.
On reflective subcategories of quasiabelian categories.