Décomposition des mesures selon la dimension
Density in the space of topological measures
Topological measures (formerly "quasi-measures") are set functions that generalize measures and correspond to certain non-linear functionals on the space of continuous functions. The goal of this paper is to consider relationships between various families of topological measures on a given space. In particular, we prove density theorems involving classes of simple, representable, extreme topological measures and measures, hence giving a way of approximating various topological measures by members...
Diferenciación de medidas vectoriales en semi-μ-espacios de Lusin.
Differentiation of implicit functions and Steinhaus' theorem in topological measure spaces
Duality of measure and category in infinite-dimensional separable Hilbert space .