Interpolating bases for spaces of differentiable functions
Interpolating discrete multiplicity varieties for
A necessary and sufficient condition is obtained for a discrete multiplicity variety to be an interpolating variety for the space .
Interpolating sequences and invariant subspaces of given index in the Bergman spaces.
Interpolation and bases
Interpolation and duality of generalized grand Morrey spaces on quasi-metric measure spaces
Let , and be such that , and let be some admissible functions such that and are equivalent. We first prove that, via the interpolation method, the interpolation of two generalized grand Morrey spaces on a quasi-metric measure space is the generalized grand Morrey space . Then, by using block functions, we also find a predual space of the generalized grand Morrey space. These results are new even for generalized grand Lebesgue spaces.
Interpolation and Frames in Certain Banach Spaces of Entire Functions.
Interpolation between and
Interpolation between Hardy spaces on the bidisc
Interpolation between Hp spaces and non-commutative generalizations (II).
We continue an investigation started in a preceding paper. We discuss tha classical result of Carleson connecting Carleson measures with the ∂-equation in a slightly more abstract framework than usual. We also consider a more recent result of Peter Jones which shows the existence of a solution for the ∂-equation, which satisfies simultaneously a good L∞ estimate and a good L1 estimate. This appears as a special case of our main result which can be stated as follows:Let (Ω, A, μ) be any measure space....
Interpolation by multipliers on certain spaces of analytic functions.
Interpolation de fonctions analytiques bornées
Interpolation d'opérateurs entre espaces de fonctions holomorphes
Let be a compact subset of an hyperconvex open set , forming with D a Runge pair and such that the extremal p.s.h. function ω(·,K,D) is continuous. Let H(D) and H(K) be the spaces of holomorphic functions respectively on D and K equipped with their usual topologies. The main result of this paper contains as a particular case the following statement: if T is a continuous linear map of H(K) into H(K) whose restriction to H(D) is continuous into H(D), then the restriction of T to is a continuous...
Interpolation et idéaux de fonctions analytiques bornées
Interpolation functions of several matrix variables.
Interpolation in a Banach space
Interpolation in with boundary conditions
Interpolation linéaire associée à un générateur de semi-groupe intégré
Interpolation linéaire et équations fonctionnelles
Interpolation manifolds
Interpolation methods of means and orbits
Banach operator ideal properties of the inclusion maps between Banach sequence spaces are used to study interpolation of orbit spaces. Relationships between those spaces and the method-of-means spaces generated by couples of weighted Banach sequence spaces with the weights determined by concave functions and their Janson sequences are shown. As an application we obtain the description of interpolation orbits in couples of weighted -spaces when they are not described by the K-method. We also develop...