F-espacios sobre cuerpos locales: La propiedad de extensión.
Finite points of filters in infinite dimensional vector spaces
Finiteness theorems for the cohomology of an overconvergent isocrystal on a curve
FK-espaces contenant c0 en analyse non-archimédienne.
Fonctions analytiques dans les corps valués de rang supérieur à un
Fonctions analytiques sur les corps valués de rang supérieur a 1
Functional calculus for a class of unbounded linear operators on some non-archimedean Banach spaces
This paper is mainly concerned with extensions of the so-called Vishik functional calculus for analytic bounded linear operators to a class of unbounded linear operators on . For that, our first task consists of introducing a new class of linear operators denoted and next we make extensive use of such a new class along with the concept of convergence in the sense of resolvents to construct a functional calculus for a large class of unbounded linear operators.