Les quotients d'espaces bornologiques complets
Les racines historiques de la bornologie moderne
Les racines historiques de la bornologie moderne
Les systèmes de représentation absolue dans les espaces des fonctions holomorphes
Les topologies sygma-Lebesgue sur C(X).
We prove that if X is a compact topological space which contains a nontrivial metrizable connected closed subset, then the vector lattice C(X) does not carry any sygma-Lebesgue topology.
L’espace (résumé)
Lifting uniformly continuous maps with values in nuclear Fréchet spaces
Lifting-Probleme für Vektorfunktionen und ...-Sequenzen.
Lifting-Sätze für Vektorfunktionen und (EL)-Räume.
Limit semigroups of Bernstein-Schnabl operators associated with positive projections
Limited spaces
Limits and the Ext functor.
L'induction topologique
Linear approximation processes in locally convex spaces. I. Semigroups of operators and saturation.
Linear bornologies and associated topologies.
Linear functionals on Orlicz sequence spaces without local convexity.
Linear operators on
Linear spaces and involutive duality functors
Linear topological invariants of spaces of holomorphic functions in infinite dimension.
It is shown that if E is a Frechet space with the strong dual E* then Hb(E*), the space of holomorphic functions on E* which are bounded on every bounded set in E*, has the property (DN) when E ∈ (DN) and that Hb(E*) ∈ (Ω) when E ∈ (Ω) and either E* has an absolute basis or E is a Hilbert-Frechet-Montel space. Moreover the complementness of ideals J(V) consisting of holomorphic functions on E* which are equal to 0 on V in H(E*) for every nuclear Frechet space E with E ∈ (DN) ∩ (Ω) is stablished...
Linear Topological Spaces with Fundamental Sequences of Compact Sets.