Carleson embeddings.
Carleson measure, atomic decomposition and free interpolation from Bloch space.
Carleson measures for analytic Besov spaces: the upper triangle case.
Cartan-Thullen theorem for domains spread over ...-spaces.
Casinormalidad en los espacios escalonados de Koethe-Lorentz con valores vectoriales.
Category theorems for certain Banach spaces of analytic functions.
Cauchy operator on Bergman space of harmonic functions on unit disk
Cauchy-Szegö integrals for systems of harmonic functions
C...-Bounding Sets and Compactness.
Central decompositions for compact convex sets
Certain function spaces related to the metaplectic representation
Certain generalizations of the Katětov theorem
Certain Operators in the space analytic Dirichlet transformations.
Certain properties of generalized Orlicz spaces.
Change of variables formula under minimal assumptions
In the previous papers concerning the change of variables formula (in the form involving the Banach indicatrix) various assumptions were made about the corresponding transformation (see e.g. [BI], [GR], [F], [RR]). The full treatment of the case of continuous transformation is given in [RR]. In [BI] the transformation was assumed to be continuous, a.e. differentiable and with locally integrable Jacobian. In this paper we show that none of these assumptions is necessary (Theorem 2). We only need...
Chaotic behavior of infinitely divisible processes
The hierarchy of chaotic properties of symmetric infinitely divisible stationary processes is studied in the language of their stochastic representation. The structure of the Musielak-Orlicz space in this representation is exploited here.
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.
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 .