Metric properties of a tensor norm defined by spaces and some characteristics of its associated operator ideals.
Minimal Projections in Tensor-Product Spaces.
Modèles d'opérateurs linéaires et translations unilatérales simples
Montel and reflexive preduals of spaces of holomorphic functions on Fréchet spaces
For U open in a locally convex space E it is shown in [31] that there is a complete locally convex space G(U) such that . Here, we assume U is balanced open in a Fréchet space and give necessary and sufficient conditions for G(U) to be Montel and reflexive. These results give an insight into the relationship between the and topologies on ℋ (U).
M-structure in tensor products of Banach spaces.
Multiplier representations and an application to the problem whether A...X determines and/or X.