P-convexity of Musielak-Orlicz sequence spaces of Bochner type.
P-convexity property in Musielak-Orlicz sequence spaces.
We prove that in the Musielak-Orlicz sequence spaces equipped with the Luxemburg norm, P-convexity coincides with reflexivity.
Point character of uniformities and completeness
Power series spaces of finite type and related nuclearities
Primarité des produits d'espaces de suites
Product Theorems for Certain Summability Methods in Non-archimedean Fields
In this paper, denotes a complete, non-trivially valued, non-archimedean field. Sequences and infinite matrices have entries in The main purpose of this paper is to prove some product theorems involving the methods and in such fields
Properties of Sequence Spaces in Which l1 is Weakly Compactly Embedded.
Properties of some sets of infinite series
Quasinormability of some spaces of holomorphic mappings.
A class of locally convex vector spaces with a special Schauder decomposition is considered. It is proved that the elements of this class, which includes some spaces naturally appearing in infinite dimensional holomorphy, are quasinormable though in general they are neither metrizable nor Schwartz spaces.
Quelques propriétés measurables de diverses suites d'un espace de Banach séperable E dans E...
Quotient spaces of (s) with basis
Quotientenräume von stabilen Potenzreihenräumen endlichen Typs.
Recent Results in the Theory of Matrix Transformations in Sequence Spaces
Reflexivity of projective tensor products of echelon and coechelon Kothe spaces.
Reflexivity of spaces of weakly summable sequences.
We deal with the space of Λ-summable sequences from a locally convex space E, where Λ is a metrizable perfect sequence space. We give a characterization of the reflexivity of Λ(E) in terms of that of Λ and E and the AK property. In particular, we prove that if Λ is an echelon sequence space and E is a Fréchet space then Λ(E) is reflexive if and only if Λ and E are reflexive.
Relations Between Summing Norms of Mappings on ln... .
Remarks on the existence of unconditional bases for weighted countably-Hilbert spaces and their complemented subspaces.
Representaciones de los espacios OM (E) y DLP (E).
Representation of continuous linear functionals on a subspace of a countable Cartesien product of Banach spaces
spaces and the vanishing of the functor Ext