On Tensor Products of Banach Lattices.
On tensor products of continuous functions
On the Banach-Mazur distance of finite-dimensional symmetric Banach spaces and the hypergeometric distribution
On the Barrelledness of a topological Algebra Relative to its Spectrum
On the Beurling algebras -derivations and extensions.
On the Brudnyi-Krugljak duality theory of spaces formed by the K-method of interpolation.
On the categories and
On the categories and . II
On the -characteristic of fractional powers of linear operators
We describe the geometric structure of the -characteristic of fractional powers of bounded or compact linear operators over domains with arbitrary measure. The description builds essentially on the Riesz-Thorin and Marcinkiewicz-Stein-Weiss- Ovchinnikov interpolation theorems, as well as on the Krasnosel’skij-Krejn factorization theorem.
On the cohomology of sheaves SεL
On the compactness of the natural tensor product of compact operators.
On the Completition of (LF)-Spaces.
On the connection between the real and the complex interpolation method for several Banach spaces
On the Convenient Setting for Real Analytic Mappings.
On the derived tensor product functors for (DF)- and Fréchet spaces
For a (DF)-space E and a tensor norm α we investigate the derivatives of the tensor product functor from the category of Fréchet spaces to the category of linear spaces. Necessary and sufficient conditions for the vanishing of , which is strongly related to the exactness of tensored sequences, are presented and characterizations in the nuclear and (co-)echelon cases are given.
On the embedding and diagonalization of matrices over C(X).
On the equality of injective and projective tensor products
On the essential order spectrum
On the existence of Schauder bases in Sobolev spaces
On the extension of continuous linear maps in function spaces and the splitness of Dolbeaut complexes of holomorphic Banach bundles