Convolution roots and embeddings of probability measures on locally compact groups

Infinitely divisible probabilities on discrete linear groups

Dani, S. G.
McCrudden, M.

January 1996

We investigate the structure of infinitely divisible probability measures on a discrete linear group...

On the uniqueness problem for continuous convolution semigroups of probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 1998

Let G be a simply connected nilpotent Lie group and assume {mu(t)((i))}(t greater than or equal to 0...

Triangular systems of probability measures on simply connected nilpotent and discrete subgroups of exponential Lie groups

Neuenschwander, D.

December 2001

For simply connected nilpotent Lie groups G, we show that limit laws of infinitesimal triangular sys...

Convolution roots and embeddings of probability measures on locally compact groups

Dani, S. G.

February 2010

We discuss some properties of nilpotent Lie groups and their application in proving the embedding th...

Convolution roots and embeddings of probability measures on Lie groups

Dani, S.G.
McCrudden, M.

February 2007

AbstractWe show that for a large class of connected Lie groups G, viz. from classC described below, ...

Convolution roots and embeddings of probability measures on Lie groups

S. G. Dani
M. Mccrudden

January 2007

We show that for a large class of connected Lie groups G, viz. from class C described below, given a...

On the embeddability of certain infinitely divisible probability measures on Lie groups

Dani, S. G.
Guivarc'h, Yves
Shah, Riddhi

January 2012

International audienceWe describe certain sufficient conditions for an infinitely divisible probabil...

Embedding of an infinitely divisible probability measure over a connected solvable Lie group

John Yuan

[[abstract]]Throughout this paper, we maintain that G is a connected solvable Lie group, LG its Lie ...

On rationally embeddable measures on Lie groups

Dani, S. G.

January 2010

We give a short exposition on the continuous embeddability of rationally embeddable probability meas...

Convolution roots and embeddings of probability measures on Lie groups

Dani, S.G.
McCrudden, M.

February 2007

AbstractWe show that for a large class of connected Lie groups G, viz. from classC described below, ...

Uniqueness properties of convolution roots of p-adic and probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 2000

For simply connected nilpotent Lie groups G we show that convolution roots (or—more generally—soluti...

Uniqueness properties of convolution roots of p-adic and probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 2000

For simply connected nilpotent Lie groups G we show that convolution roots (or—more generally—soluti...

On the factor sets of measures and local tightness of convolution semigroups over lie groups

Dani, S. G.
McCrudden, M.

January 1988

It is shown that for a large class of Lie groups (called weakly algebraic groups) including all conn...

Uniqueness of Embedding of Gaussian Probability Measures into a Continuous Convolution Semigroup on Simply Connected Nilpotent Lie Groups

Neuenschwander, D.

January 2008

Let {mu((i))(t)}t >= 0 (i = 1.2) be continuous convolution semigroups on a simply connected nilpo...

Convolution hemigroups of bounded variation on a Lie projective group

H. Heyer
G. Pap

December 2014

In a previous article [11] we studied the central limit theorem for innitesimal triangular arrays of...

Infinitely divisible probabilities on discrete linear groups

Dani, S. G.
McCrudden, M.

January 1996

We investigate the structure of infinitely divisible probability measures on a discrete linear group...

On the uniqueness problem for continuous convolution semigroups of probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 1998

Let G be a simply connected nilpotent Lie group and assume {mu(t)((i))}(t greater than or equal to 0...

Triangular systems of probability measures on simply connected nilpotent and discrete subgroups of exponential Lie groups

Neuenschwander, D.

December 2001

For simply connected nilpotent Lie groups G, we show that limit laws of infinitesimal triangular sys...

Convolution roots and embeddings of probability measures on locally compact groups

Dani, S. G.

February 2010

We discuss some properties of nilpotent Lie groups and their application in proving the embedding th...

Convolution roots and embeddings of probability measures on Lie groups

Dani, S.G.
McCrudden, M.

February 2007

AbstractWe show that for a large class of connected Lie groups G, viz. from classC described below, ...

Convolution roots and embeddings of probability measures on Lie groups

S. G. Dani
M. Mccrudden

January 2007

We show that for a large class of connected Lie groups G, viz. from class C described below, given a...

On the embeddability of certain infinitely divisible probability measures on Lie groups

Dani, S. G.
Guivarc'h, Yves
Shah, Riddhi

January 2012

International audienceWe describe certain sufficient conditions for an infinitely divisible probabil...

Embedding of an infinitely divisible probability measure over a connected solvable Lie group

John Yuan

[[abstract]]Throughout this paper, we maintain that G is a connected solvable Lie group, LG its Lie ...

On rationally embeddable measures on Lie groups

Dani, S. G.

January 2010

We give a short exposition on the continuous embeddability of rationally embeddable probability meas...

Convolution roots and embeddings of probability measures on Lie groups

Dani, S.G.
McCrudden, M.

February 2007

AbstractWe show that for a large class of connected Lie groups G, viz. from classC described below, ...

Uniqueness properties of convolution roots of p-adic and probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 2000

For simply connected nilpotent Lie groups G we show that convolution roots (or—more generally—soluti...

Uniqueness properties of convolution roots of p-adic and probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 2000

For simply connected nilpotent Lie groups G we show that convolution roots (or—more generally—soluti...

On the factor sets of measures and local tightness of convolution semigroups over lie groups

Dani, S. G.
McCrudden, M.

January 1988

It is shown that for a large class of Lie groups (called weakly algebraic groups) including all conn...

Uniqueness of Embedding of Gaussian Probability Measures into a Continuous Convolution Semigroup on Simply Connected Nilpotent Lie Groups

Neuenschwander, D.

January 2008

Let {mu((i))(t)}t >= 0 (i = 1.2) be continuous convolution semigroups on a simply connected nilpo...

Convolution hemigroups of bounded variation on a Lie projective group

H. Heyer
G. Pap

December 2014

In a previous article [11] we studied the central limit theorem for innitesimal triangular arrays of...

Infinitely divisible probabilities on discrete linear groups

Dani, S. G.
McCrudden, M.

January 1996

We investigate the structure of infinitely divisible probability measures on a discrete linear group...

On the uniqueness problem for continuous convolution semigroups of probability measures on simply connected nilpotent Lie groups

Neuenschwander, D.

January 1998

Let G be a simply connected nilpotent Lie group and assume {mu(t)((i))}(t greater than or equal to 0...

Triangular systems of probability measures on simply connected nilpotent and discrete subgroups of exponential Lie groups

Neuenschwander, D.

December 2001

For simply connected nilpotent Lie groups G, we show that limit laws of infinitesimal triangular sys...

Convolution roots and embeddings of probability measures on locally compact groups

Abstract

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Convolution roots and embeddings of probability measures on locally compact groups

Abstract

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