On infinitely divisible measures on certain finitely generated groups.
On infinitely small orbits
On integer-valued Fourier-Stieltjes transforms on a LCA group with a certain direction.
On Integrable Representations.
On Integral Representation and the Choquet Boundary for Convolution Algebras of Measures.
On invariant subalgebras of the Fourier-Stieltjes algebra of a locally compact group.
On Ito-Nisio type theorems for DS-groups.
On L... Fourier multipliers on certain symmetric spaces.
On LCA groups each of whose characters is ultimately measurable
On left -biflat Banach algebras
We study the notion of left -biflatness for Segal algebras and semigroup algebras. We show that the Segal algebra is left -biflat if and only if is amenable. Also we characterize left -biflatness of semigroup algebra in terms of biflatness, when is a Clifford semigroup.
On Lévy's Brownian motion indexed by elements of compact groups
We investigate positive definiteness of the Brownian kernel K(x,y) = 1/2(d(x,x₀) + d(y,x₀) - d(x,y)) on a compact group G and in particular for G = SO(n).
On limit multiplicities of discrete series representations in spaces of automorphic forms.
On Local Central Lacunary Sets for Compact Lie Groups.
On Lp Fourier Multipliers on a Compact Lie-Group.
On Lp Spectral Multipliers for a Solvable Lie Group.
On Mackey topology for groups
The present paper is a contribution to fill in a gap existing between the theory of topological vector spaces and that of topological abelian groups. Topological vector spaces have been extensively studied as part of Functional Analysis. It is natural to expect that some important and elegant theorems about topological vector spaces may have analogous versions for abelian topological groups. The main obstruction to get such versions is probably the lack of the notion of convexity in the framework...
On Maximal Function on the Laguerre Hypergroup
2000 Mathematics Subject Classification: 42B20, 42B25, 42B35Let K = [0, ∞)×R be the Laguerre hypergroup which is the fundamental manifold of the radial function space for the Heisenberg group. In this paper we consider the generalized shift operator, generated by Laguerre hypergroup, by means of which the maximal function is investigated. For 1 < p ≤ ∞ the Lp(K)-boundedness and weak L1(K)-boundedness result for the maximal function is obtained.* V. Guliyev partially supported by grant of INTAS...
On maximal functions over circular sectors with rotation invariant measures
Given a rotation invariant measure in , we define the maximal operator over circular sectors. We prove that it is of strong type for and we give necessary and sufficient conditions on the measure for the weak type inequality. Actually we work in a more general setting containing the above and other situations.
On Maximal Ideals in Group Algebras of SIN-Groups.
On mean periodic functions on complex hyperbolic spaces.