Daniell type extensions of -gauges and integrals
Décomposition des mesures selon la dimension
Décomposition et classification des systèmes dynamiques
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...
Der Satz von Choquet-Bishop-de Leeuw für konvexe nicht kompakte Mengen straffer Maße.
Derivative of the Donsker delta functionals
We prove that derivatives of any finite order of Donsker's delta functionals are well-defined elements in the space of Hida distributions. We also show the convergence to the derivative of Donsker's delta functionals of two different approximations. Finally, we present an existence result of finite product and infinite series of the derivative of the Donsker delta functionals.
Dieudonné property
Diferenciación de medidas vectoriales en semi-μ-espacios de Lusin.
Differentiability points of a distance function
Differential properties of measures on infinite dimensional spaces and the Malliavin calculus
Differentiation of implicit functions and Steinhaus' theorem in topological measure spaces
Differentiation of measures.
Distributional and Operational Integral Homogeneity over Local Fields.
Division space axiomatics
Domain of partial attraction for infinitely divisible distributions in a Hilbert space
Doubly stochastic right multipliers.
Duality of measure and category in infinite-dimensional separable Hilbert space .