Character theory of infinite wreath products.
Characterisation of matrix-ordered standard forms of W*-algebras.
Characterising subspaces of Banach spaces with a Schauder basis having the shift property
We give an intrinsic characterisation of the separable reflexive Banach spaces that embed into separable reflexive spaces with an unconditional basis all of whose normalised block sequences with the same growth rate are equivalent. This uses methods of E. Odell and T. Schlumprecht.
Characterising weakly almost periodic functionals on the measure algebra
Let G be a locally compact group, and consider the weakly almost periodic functionals on M(G), the measure algebra of G, denoted by WAP(M(G)). This is a C*-subalgebra of the commutative C*-algebra M(G)*, and so has character space, say . In this paper, we investigate properties of . We present a short proof that can naturally be turned into a semigroup whose product is separately continuous; at the Banach algebra level, this product is simply the natural one induced by the Arens products. This...
Characteristic matrix functions on Wachs spaces, I. (Livsits definition).
Characteristic of convexity of Köthe function spaces.
Characteristic of convexity of Musielak-Orlicz function spaces equipped with the Luxemburg norm
In this paper we extend the result of [6] on the characteristic of convexity of Orlicz spaces to the more general case of Musielak-Orlicz spaces over a non-atomic measure space. Namely, the characteristic of convexity of these spaces is computed whenever the Musielak-Orlicz functions are strictly convex.
Characteristic operator functions on Wachs spaces.
Characterization of an -algebra in terms of a trace.
Characterization of associate spaces of generalized weighted weak-Lorentz spaces and embeddings
We characterize associate spaces of generalized weighted weak-Lorentz spaces and use this characterization to study embeddings between these spaces.
Characterization of associate spaces of weighted Lorentz spaces with applications
We characterize associate spaces of weighted Lorentz spaces GΓ(p,m,w) and present some applications of this result including necessary and sufficient conditions for a Sobolev-type embedding into .
Characterization of Besov spaces for the Dunkl operator on the real line.
Characterization of Bessel sequences.
Let H be a separable Hilbert space, L(H) be the algebra of all bounded linear operators of H and Bess(H) be the set of all Bessel sequences of H. Fixed an orthonormal basis E = {ek}k∈N of H, a bijection αE: Bess(H) → L(H) can be defined. The aim of this paper is to characterize α-1E (A) for different classes of operators A ⊆ L(H). In particular, we characterize the Bessel sequences associated to injective operators, compact operators and Schatten p-classes.
Characterization of Convolution Operators on Spaces of C-Functions Admitting a Continuous Linear Right Inverse.
Characterization of dual extensions in the category of Banach spaces.
Characterization of entire sequences via double Orlicz space.
Characterization of Fourier Transforms of Vector Valued Functions and Measures
Characterization of functions with zero traces by integrals with weight functions. I.
Characterization of functions with zero traces by integrals with weight functions. II.
Characterization of Hankel transformable generalized functions.