Strongly convergent generalized difference sequence spaces defined by a modulus.
Structure of spaces of holomorphic functions on infinite dimensional polydiscs
Structure theory of power series spaces of infinite type.
The paper gives a complete characterization of the subspaces, quotients and complemented subspaces of a stable power series space of infinite type without the assumption of nuclearity, so extending previous work of M. J. Wagner and the author to the nonnuclear case. Various sufficient conditions for the existence of bases in complemented subspaces of infinite type power series spaces are also extended to the nonnuclear case.
Subespacios de un espacio escalonado de Kothe K-isomorfos a un espacio de sucesiones.
Sublinear functionals and KnoppJs core theorem.
Subspaces of smooth sequence spaces
Suites concordantes d'espaces normés et leurs applications I
Summability factors involving Orlicz metrics
Summable subsequences in convergence groups
Superspaces of (s) with basis
Support functionals and smoothness in Musielak-Orlicz sequence spaces endowed with the Luxemburg norm
Support functionals in Musielak-Orlicz sequence spaces endowed with the Luxemburg norm are completely characterized. An explicit formula for regular support functionals is given. For obtaining a characterization of singular support functionals a generalized Banach limit is applied. Some necessary and sufficient conditions for smooothness of these spaces are given, too.
Supremum norm differentiability.
Sur les espaces de suites à valeurs vectorielles
Sur les rapports entre sommabilité et dimension diamétrale
Sur les sous-espaces de ...
Sur un théorème de Christensen