A Banach space with a symmetric basis which contains no or , and all its symmetric basic sequences are equivalent
A bipolar theorem for L
A bornological approach to rotundity and smoothness applied to approximation.
A Characterization of M-Bases.
A characterization of Orlicz spaces isometric to Lp-spaces.
In this note we present an affirmative answer to the problem posed by M. Baronti and C. Franchetti (oral communication) concerning a characterization of Lp-spaces among Orlicz sequence spaces. In fact, we show a more general characterization of Orlicz spaces isometric to Lp-spaces.
A Characterization of Ptàk Spaces.
A Characterization of Schwartz Spaces.
A characterization of singular endomorphisms of a barrelled Ptak space.
A characterization of the algebra of holomorphic functions on simply connected domain.
A Characterization of Totally Reflexive Fréchet Spaces.
A characterization of Valdivia compact spaces.
A characterization of weakly sequentially complete Banach lattices
The equivalence of the two following properties is proved for every Banach lattice :1) is weakly sequentially complete.2) Every -Borel measurable linear functional on is -continuous.
A characterization of weighted -spaces of holomorphic functions having the dual density condition
We characterize when weighted -spaces of holomorphic functions have the dual density condition, when the weights are radial and grow logarithmically.
A characterization of ω by block extensions
A Choquet Ordering and Unique Decompositions in Convex sets of Tight Measures
A Class of Bornological Barrelled Spaces which Are not Ultrabornological.
A class of locally convex spaces without -webs
In this article we give some properties of the tensor product, with the and topologies, of two locally convex spaces. As a consequence we prove that the theory of M. de Wilde of the closed graph theorem does not contain the closed graph theorem of L. Schwartz.
A class of precompact sets in Banach spaces.
A Class of Quasi-Barrelled (DF)-Spaces which are not Bornological.
A class of spaces lacking normal structure