Embeddings of separable Banach star algebras into a Banach star algebra with one generator.
Embeddings of Sobolev spaces
Embeding weakly compact sets
Empathy theory and the Laplace transform
This paper is concerned with double families of evolution operators employed in the study of dynamical systems in which cause and effect are represented in different Banach spaces. The main tool is the Laplace transform of vector-valued functions. It is used to define the generator of the double family which is a pair of unbounded linear operators and relates to implicit evolution equations in a direct manner. The characterization of generators for a special class of evolutions is presented.
En général, un semi-flot spécial est exact
Endomorphismes complètement continus des espaces de Banach -adiques
Endomorphisms of the Cuntz algebras
This mainly expository article is devoted to recent advances in the study of dynamical aspects of the Cuntz algebras 𝓞ₙ, n < ∞, via their automorphisms and, more generally, endomorphisms. A combinatorial description of permutative automorphisms of 𝓞ₙ in terms of labelled, rooted trees is presented. This in turn gives rise to an algebraic characterization of the restricted Weyl group of 𝓞ₙ. It is shown how this group is related to certain classical dynamical systems on the Cantor set. An identification...
Endpoint bounds for convolution operators with singular measures
Let be the graph of the function defined by with 1< and let the measure on induced by the Euclidean area measure on S. In this paper we characterize the set of pairs (p,q) such that the convolution operator with is - bounded.
Endpoint estimates and weighted norm inequalities for commutators of fractional integrals.
Endpoint estimates for a class of Littlewood--Paley operators with nondoubling measures.
Endpoint estimates from restricted rearrangement inequalities.
Energy quantization for Yamabe's problem in conformal dimension.
Enflo operators of
Enflo's example of a Banach space without the approximation property
Enlargements of Mackey's Topologies
Enlargements of operators between locally convex spaces.
In this note we study three operators which are canonically associated with a given linear and continuous operator between locally convex spaces. These operators are defined using the spaces of bounded sequences and null sequences. We investigate the relation between them and the original operator concerning properties, like being surjective or a homomorphism.
Enlarging a subspace of C(X) without changing the Choquet boundary.
Ensembles absorbants pour les classes projectives
We prove the existence, in the Hilbert space, of an absorbing set for the nth projective class.
Ensembles bornés dans un espace uniforme
Ensembles de non synthèse pour certains poids dissymétriques sur la droite