Topologies on Spaces of Vector-Valued Continuous Functions. II.
Topologies on the Extreme Points of Compact Convex Sets.
Topologies on the Extreme Points of Compact Convex Sets II.
Topologies semi-vectorielles. Application à l'analyse complexe
On définit sur un espace vectoriel une classe de topologies qui rendent la multiplication continue, mais ne sont pas vectorielles en général. Sur un espace complexe elles permettent d’obtenir encore les principales propriétés des fonctions plurisousharmoniques. De telles topologies séparées sont localement pseudo-convexes (mais non localement convexes en général) : cette notion intervient dans les extensions données récemment par l’auteur du théorème de Banach-Steinhaus aux familles de polynômes...
Topologies subordonnées
Topologisch lineare induktive Limiten mit abzählbarem kompakten Spektrum.
Topologische Tensorprodukte gewisser topologischer Vektorraume.
Torsion classes and subdirect products of Carathéodory vector lattices
Trace inequalities for spaces in spectral duality
Let (A,e) and (V,K) be an order-unit space and a base-norm space in spectral duality, as in noncommutative spectral theory of Alfsen and Shultz. Let t be a norm lower semicontinuous trace on A, and let φ be a nonnegative convex function on ℝ. It is shown that the mapping a → t(φ(a)) is convex on A. Moreover, the mapping is shown to be nondecreasing if so is φ. Some other similar statements concerning traces and real-valued functions are also obtained.
Transformaciones entre espacios de funciones continuas casi convergentes.
Triangularization of some families of operators on locally convex spaces
Some results concerning triangularization of some operators on locally convex spaces are established.
Triplets conucléaires en théorie des champs
True preimages of compact or separable sets for functional analysts
We discuss various results on the existence of ‘true’ preimages under continuous open maps between -spaces, -lattices and some other spaces. The aim of the paper is to provide accessible proofs of this sort of results for functional-analysts.
Two fixed-point theorems for mappings satisfying a general contractive condition of integral type in the modular space.
Two New Classes of Locally Convex Spaces.
Two problems of valdivia on distinguished Frechet spaces.
Two remarks on the Khintchine-Kahane inequality
Two sandwich theorems for linear operators and the moment problem.
Two theorems of functional analysis effectively equivalent to choice axioms
Two valued measure and some new double sequence spaces in -normed spaces
The purpose of this paper is to introduce some new generalized double difference sequence spaces using summability with respect to a two valued measure and an Orlicz function in -normed spaces which have unique non-linear structure and to examine some of their properties. This approach has not been used in any context before.