La comonade de la kelleyfication convexe
La théorie des cônes biréticulés
Soient la classe des cônes convexes saillants faiblement complets et la sous-classe de formée des cônes localement compacts de . Dans les dix dernières années, Alfsen, Bauer, Effros, Rogalski et Stormer ont donné de nombreuses propriétés équivalentes entre elles et qui caractérisent dans les cônes de Radon des mesures de Radon positives sur un espace compact . On montre ici que ces propriétés, convenablement interprétées, restent équivalentes dans la sous-classe des cônes presque bien...
L'induction topologique
Linear approximation processes in locally convex spaces. I. Semigroups of operators and saturation.
Linearly Topologized Spaces without Continuou Bases. Quadratic Forms and Linear Topologies V.
Local completeness of , .
Locally convex - Algebras
Locally convex topologies in linear orthogonality spaces
In this paper, we investigate the existence and characterizations of locally convex topologies in a linear orthogonality space.
Locally flat Banach spaces
The notion of functions dependent locally on finitely many coordinates plays an important role in the theory of smoothness and renormings on Banach spaces, especially when higher order smoothness is involved. In this note we investigate the structural properties of Banach spaces admitting (arbitrary) bump functions depending locally on finitely many coordinates.
Locally solid topologies on spaces of vector-valued continuous functions
Let be a completely regular Hausdorff space and a real normed space. We examine the general properties of locally solid topologies on the space of all -valued continuous and bounded functions from into . The mutual relationship between locally solid topologies on and
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