Interpolation by multipliers on certain spaces of analytic functions.
Interpolation for (positive) C0-semigroups on Lp-spaces.
Interpolation methods to estimate eigenvalue distribution of some integral operators.
Interpolation of Operator Ideals with an Application to Eigenvalue Distribution Problems.
Interpolation of Spectral Operators.
Interpolation theorems for operators relatively bounded by differential-type transformations.
Interpolationseigenschaften des Spektrums linearer Operatoren auf Lp-Räumen.
Interpolationsfunktoren, Folgenideale und Operatorenideale
Intersection properties of balls in spaces of compact operators
We study the connection between intersection properties of balls and the existence of large faces of the unit ball in Banach spaces. Hanner’s result that a real space has the 3.2 intersection property if an only if disjoint faces of the unit ball are contained in parallel hyperplanes is extended to infinite dimensional spaces. It is shown that the space of compact operators from a space to a space has the 3.2 intersection property if and only if and have the 3.2 intersection property and...
Intertwining Multiplication Operators on Function Spaces
Suppose that X is a Banach space of analytic functions on a plane domain Ω. We characterize the operators T that intertwine with the multiplication operators acting on X.
Intertwining operators
Intertwining operators over L1 (G) for G ? [PG] ? [SIN].
Introduction aux méthodes euclidiennes en théorie quantique des champs
Invariance of Essential Spectra.
Invariant Dissipative Operators on Locally Compact Groups.
Invariant Extensions of Positive Operators.
Invariant subspaces on multiply connected domains.
The lattice of invariant subspaces of several Banach spaces of analytic functions on the unit disk, for example the Bergman spaces and the Dirichlet spaces, have been studied recently. A natural question is to what extent these investigations carry over to analogously defined spaces on an annulus. We consider this question in the context of general Banach spaces of analytic functions on finitely connected domains Ω. The main result reads as follows: Assume that B is a Banach space of analytic functions...
Invarianz gewisser Operatorenklassen unter nichtkommutativen ergodischen Mitteln.
Inverse du Laplacien discret dans le problème de Poisson-Dirichlet à deux dimensions sur un rectangle
Ce travail a pour objet l’étude d’une méthode de « discrétisation » du Laplacien dans le problème de Poisson à deux dimensions sur un rectangle, avec des conditions aux limites de Dirichlet. Nous approchons l’opérateur Laplacien par une matrice de Toeplitz à blocs, eux-mêmes de Toeplitz, et nous établissons une formule donnant les blocs de l’inverse de cette matrice. Nous donnons ensuite un développement asymptotique de la trace de la matrice inverse, et du déterminant de la matrice de Toeplitz....