On weak (r,2)-summing operators and weak Hilbert spaces
On weak sequential convergence in JB*-triple duals
We study various Banach space properties of the dual space E* of a homogeneous Banach space (alias, a JB*-triple) E. For example, if all primitive M-ideals of E are maximal, we show that E* has the Alternative Dunford-Pettis property (respectively, the Kadec-Klee property) if and only if all biholomorphic automorphisms of the open unit ball of E are sequentially weakly continuous (respectively, weakly continuous). Those E for which E* has the weak* Kadec-Klee property are characterised by a compactness...
On weak statistical convergence.
On weak topology of Orlicz spaces.
This paper presents some properties of singular functionals on Orlicz spaces, from which criteria for weak convergence and weak compactness in such spaces are obtained.
On weakly compact operators.
On weakly compact operators from some uniform algebras
On Weakly Compact Operators on C*-Algebras.
On weakly extremal structures in Banach spaces.
On weakly locally uniformly rotund norms which are not locally uniformly rotund
We show that every infinite-dimensional Banach space with separable dual admits an equivalent norm which is weakly locally uniformly rotund but not locally uniformly rotund.
On weakly uniformly convex spaces according to Calder.
On weakly uniformly rotund spaces
On weighed spaces
On weighted composition operators acting between weighted Bergman spaces of infinite order and weighted Bloch type spaces
Let ϕ: → and ψ: → ℂ be analytic maps. They induce a weighted composition operator acting between weighted Bergman spaces of infinite order and weighted Bloch type spaces. Under some assumptions on the weights we give a characterization for such an operator to be bounded in terms of the weights involved as well as the functions ψ and ϕ
On weighted estimated for some systems of partial differential operators
On weighted inductive limits of non-Archimedean spaces of continuous functions
Si studiano alcune proprietà di un certo limite induttivo di spazi non-archimedei di funzioni continue. In particolare, si esamina la completezza di questo limite induttivo e si indaga il problema di quando lo spazio coincide con il proprio inviluppo proiettivo.
On Weighted Inductive Limits of Spaces of Continuous Function.
On weighted inequalities for parametric Marcinkiewicz integrals.
On weighted James' spaces.
In this note we study the topological structure of weighted James spaces J(h). In particular we prove that J(h) is isomorphic to J if and only if the weight h is bounded. We also provide a description of J(h) if the weight is a non-decreasing sequence.
On weighted Ostrowski type inequalities for operators and vector-valued functions.
On weighted spaces of functions harmonic in
The paper establishes integral representation formulas in arbitrarily wide Banach spaces of functions harmonic in the whole .