Applications of geometric measure theory to the study of Gauss- Weierstrass and Poisson integrals.
Applications of Luzinian separation principles (non-separable case)
Applications of outer measures to separation properties of lattices and regular or -smooth measures.
Applications of set-valued Radon-Nikodym theorems to convergence of multivalued L...-amarts.
Applications of the Kantorovich-Rubinstein maximum principle in the theory of Markov semigroups [Book]
Applications of the zero-one law to problems connected with Cauchy's functional equation.
Applications p-radonifiantes et théorème de dualité
Approximate isometries on bounded sets with an application to measure theory
Approximate symmetric derivative and monotonicity
Approximately additive set functions
Approximating distribution functions by iterated function systems.
Approximating pavings and construction of measures
Approximating Radon measures on first-countable compact spaces
The assertion every Radon measure defined on a first-countable compact space is uniformly regular is shown to be relatively consistent. We prove an analogous result on the existence of uniformly distributed sequences in compact spaces of small character. We also present two related examples constructed under CH.
Approximation and cohomology vanishing properties of low-dimensional compact sets in a Stein manifold.
Approximation for the invariant measures of Markov maps in Rd.
Approximation from the exterior of Carathéodory multifunctions
Approximation of homogeneous measures in the 2-Wasserstein metric.
Approximation of -processes by Gaussian processes.
Approximation of smooth functions and covering properties of sets
Approximation on Locally Convex Spaces.