The universal right K-property for some interpolation spaces
The -boundary of weighted spaces of holomorphic functions.
The Wiener transformation on the limits of symmetric spaces
The Young Measure Representation for Weak Cluster Points of Sequences in M-spaces of Measurable Functions
Let ⟨X,Y⟩ be a duality pair of M-spaces X,Y of measurable functions from Ω ⊂ ℝ ⁿ into . The paper deals with Y-weak cluster points ϕ̅ of the sequence in X, where is measurable for j ∈ ℕ and is a Carathéodory function. We obtain general sufficient conditions, under which, for some negligible set , the integral exists for and on , where is a measurable-dependent family of Radon probability measures on .
The -function in the space .
Théorème de préparation différentiable ultramétrique, II
Théorème de traces pour une classe d'espaces de Sobolev singuliers
Théorèmes de factorisation dans les espaces réticules
Théorèmes de factorisation pour les opérateurs à valeurs dans un espace
Théorèmes de factorisation pour les opérateurs linéaires à valeurs dans un espace
Théorèmes de Nikishin : théorèmes de factorisation pour les applications linéaires à valeurs dans un espace (suite et fin)
Théorèmes de Nikishin : théorèmes de factorisation pour les applications linéaires à valeurs dans un espace
Théorèmes de Nikišin
Théorèmes de Trace et d'Interpolation (IV).
Théorèmes sur le prolongement analytique du type «edge of the wedge theorem»
Théorèmes taubériens et théorie spectrale
Theorems of Hicks and LeChatelier-Samuelson type in ideal Banach spaces of infinite sequences.
Theorems of Krein Milman type for certain convex sets of functions operators
Sufficient conditions are given in order that, for a bounded closed convex subset of a locally convex space , the set of continuous functions from the compact space into , is the uniformly closed convex hull in of its extreme points. Applications are made to the unit ball of bounded (or compact, or weakly compact) operators from certain Banach spaces into .
Theorems of the Stone-Weierstrass type for lattices of uniformly continuous functions.
Theorems on lower semicontinuity and relaxation for integrands with fast growth.