A complete description of the infinitely divisible positive definite functions on a compact group is given. Their relation to infinitely divisible representations is also discussed
We consider interpolation methods defined by positive definite functions on a locally compact group ...
The purpose of this paper is to give a proof of Bochner's theorem on positive definite function...
It is known that a complex valued function f on a Clifford ω-semigroup, T=UnGn is positive def...
AbstractIn recent years, applications of cohomology theory to some aspects of probability theory hav...
AbstractFor a (point-wisely non-negative) positive definite function a certain criterion for its inf...
We consider approximation methods defined by translates of a positive definite function on a compact...
In 1947, in a celebrated paper, R. Godement proved that every continuous positive definite functio...
AbstractFor a closed subgroup H of a locally compact group G consider the property that the continuo...
We consider interpolation methods defined by positive definite functions on a\ud compact group. Esti...
In this paper, we introduce the notions of an alpha-positive/alpha-negative definite function on a (...
Positive definite functions arise in various areas in pure and applied mathematics, such as orthogon...
ABSTRACT. The problem of understanding the Fourier-analytic structure of the cone of positive functi...
AbstractWe consider interpolation methods defined by positive definite functions on a locally compac...
We recognize a result of Schreiner, concerning strictly positive definite functions on a sphere in a...
This book is devoted to representations of two classes of infinite-dimensional groups: current group...
We consider interpolation methods defined by positive definite functions on a locally compact group ...
The purpose of this paper is to give a proof of Bochner's theorem on positive definite function...
It is known that a complex valued function f on a Clifford ω-semigroup, T=UnGn is positive def...
AbstractIn recent years, applications of cohomology theory to some aspects of probability theory hav...
AbstractFor a (point-wisely non-negative) positive definite function a certain criterion for its inf...
We consider approximation methods defined by translates of a positive definite function on a compact...
In 1947, in a celebrated paper, R. Godement proved that every continuous positive definite functio...
AbstractFor a closed subgroup H of a locally compact group G consider the property that the continuo...
We consider interpolation methods defined by positive definite functions on a\ud compact group. Esti...
In this paper, we introduce the notions of an alpha-positive/alpha-negative definite function on a (...
Positive definite functions arise in various areas in pure and applied mathematics, such as orthogon...
ABSTRACT. The problem of understanding the Fourier-analytic structure of the cone of positive functi...
AbstractWe consider interpolation methods defined by positive definite functions on a locally compac...
We recognize a result of Schreiner, concerning strictly positive definite functions on a sphere in a...
This book is devoted to representations of two classes of infinite-dimensional groups: current group...
We consider interpolation methods defined by positive definite functions on a locally compact group ...
The purpose of this paper is to give a proof of Bochner's theorem on positive definite function...
It is known that a complex valued function f on a Clifford ω-semigroup, T=UnGn is positive def...
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