The generalized purity law for ergodic measures: a simple proof
The Hahn-Banach theorem implies the Banach-Tarski paradox
The Hahn-Vitali-Saks and the uniform boundedness theorem in topological groups.
The Lévy continuity theorem for nuclear groups
Let G be an abelian topological group. The Lévy continuity theorem says that if G is an LCA group, then it has the following property (PL) a sequence of Radon probability measures on G is weakly convergent to a Radon probability measure μ if and only if the corresponding sequence of Fourier transforms is pointwise convergent to the Fourier transform of μ. Boulicaut [Bo] proved that every nuclear locally convex space G has the property (PL). In this paper we prove that the property (PL) is inherited...
The L...-representation algebra of an idempotent topological semigroup.
The plancherel formula for group extensions
The plancherel formula for group extensions II
The Plancherel Measure in Nilpotent Lie Groups as a Limit of Point Measures.
The Poisson boundary of random rational affinities
We prove that in order to describe the Poisson boundary of rational affinities, it is necessary and sufficient to consider the action on real and all -adic fileds.
The Rockland condition for nondifferential convolution operators II
The size of sums of sets
The structure of limit measures and their supports on topological semigroups.
The Wiener Property for a Class of Discrete Hypergroups.
Théorème central limite local sur certains groupes de Lie
Topologies on the graph of the equivalence relation associated to a groupoid.
Transformation de Cauchy p-adique et algèbre d'Iwasawa.
Transforms vanishing at infinity in a certain direction and semi-idempotent measures.
Translation and power independence for Bernoulli convolutions
Trigonometric sums associated with pseudo-measures
Two remarks on the Fourier-Stieltjes transforms of continuous measures