Schatten class Toeplitz operators acting on large weighted Bergman spaces
A full description of the membership in the Schatten ideal for 0 < p < ∞ of Toeplitz operators acting on large weighted Bergman spaces is obtained.
Selbstadjungierte Differentialoperatoren erster Ordnung in A2 (Co).
Semigroups of quasi-compact operators.
Series Representations of Linear Functionals.
Sets of interpolation and sampling for weighted Banach spaces of holomorphic functions
We give an elementary approach which allows us to evaluate Seip's conditions characterizing interpolating and sampling sequences in weighted Bergman spaces of infinite order for a wide class of weights depending on the distance to the boundary of the domain. Our results also give some information on cases not covered by Seip's theory. Moreover, we obtain new criteria for weights to be essential.
Small bound isomorphisms of the domain of a closed *-derivation.
Smoothness in
Sobre Ciertos Espacios De Funciones Holo Morfas Y Sus Aplicaciones, II.
Some Analytic Functions Whose Boundary Values Have Bounded Mean Oscillation.
Some convexity questions arising in statistical mechanics.
Some Essential Properties of Q...(...)-Spaces.
Some linear topological properties of the hardy spaces
Some problems concerning stability of fixed points
Some properties of composition operators on the Dirichlet space.
Some properties of functions with bounded mean oscillation
Some remarks on universality properties of
We prove that if is not a Kunen cardinal, then there is a uniform Eberlein compact space K such that the Banach space C(K) does not embed isometrically into . We prove a similar result for isomorphic embeddings. Our arguments are minor modifications of the proofs of analogous results for Corson compacta obtained by S. Todorčević. We also construct a consistent example of a uniform Eberlein compactum whose space of continuous functions embeds isomorphically into , but fails to embed isometrically....
Some stability results for Picard iterative process in uniform space.
Some theorems of Korovkin type
We take another approach to the well known theorem of Korovkin, in the following situation: X, Y are compact Hausdorff spaces, M is a unital subspace of the Banach space C(X) (respectively, ) of all complex-valued (resp., real-valued) continuous functions on X, S ⊂ M a complex (resp., real) function space on X, ϕₙ a sequence of unital linear contractions from M into C(Y) (resp., ), and a linear isometry from M into C(Y) (resp., ). We show, under the assumption that , where is the Choquet...
Sous-espaces de invariants par translation et de type
Spaces of analytic functions