activity
20042013
most citedCan an infinite left-product of nonnegative matrices be expressed in terms of infinite left-products of stochastic ones?

3 citations · 7 across the 8 of their papers we have counts for

collaborators
Showing math.NTShow all

3 papers · 1 filter

math.NT2006

Weak Gibbs property and system of numeration

Eric Olivier, Alain Thomas

We study the selfsimilarity and the Gibbs properties of several measures defined on the product space $Ω\_r:=\{0,1,...,\break r-1\}^{\mathbb N}$. This space can be identified with…

math.NT2006★ 1 cited

Infinite products of matrices and the Gibbs properties of Bernoulli convolutions

Eric Olivier, Alain Thomas

We consider the infinite sequences $(A\_n)\_{n\in\NN}$ of matrices with nonnegative entries, where the are taken in a finite set of matrices. Given a vector $V=\p…

math.NT2004

On the Gibbs properties of Bernoulli convolutions related to -numeration in multinacci bases

Eric Olivier, Nikita Sidorov, Alain Thomas

We consider infinitely convolved Bernoulli measures (or simply Bernoulli convolutions) related to the -numeration. A matrix decomposition of these measures is obtained in the ca…