Structure theory of function spaces
Submeasures and Locally Solid Topologies on Riesz Spaces.
Subspaces of for that are admissible as kernels.
Subspaces of , p > 2, determined by partitions and weights
Many of the known complemented subspaces of have realizations as sequence spaces. In this paper a systematic approach to defining these spaces which uses partitions and weights is introduced. This approach gives a unified description of many well known complemented subspaces of . It is proved that the class of spaces with such norms is stable under (p,2) sums. By introducing the notion of an envelope norm, we obtain a necessary condition for a Banach sequence space with norm given by partitions...
Subspaces of which do not contain -isomorphically
Subspaces of which embed into
Sufficient conditions for elliptic problem of optimal control in in Orlicz-Sobolev space.
Sur la convergence ponctuelle de , dans
Sur les espaces de Musielak-Orlicz non localement convexes intransitifs
Sur les espaces uniformément fermés de fonctions à variation bornée
Sur les inégalités GKS
Sur les injections entre espaces de Sobolev et espaces d'Orlicz et application au comportement a l'infini pour des équations des ondes semi-linéaires
Sur les opérateurs multiplicativement liés
Sur les sous-espaces de , d’après H. P. Rosenthal
Sur un théorème de Day, un théorème de Mazur-Orlicz et une généralisation de quelques théorèmes de Silverman
Symmetric Bessel multipliers
We study the -boundedness of linear and bilinear multipliers for the symmetric Bessel transform.
Symmetric function spaces on atomless probability spaces [Book]
Symmetric structures in some Banach lattices
Système de Haar
Système de Haar (suite et fin)