Dominique Schneider

activity

20062020

collaborators

5 papers

math.DS2020

Convergence of weighted ergodic averages

Ahmad Darwiche, Dominique Schneider

Let $(X, A, μ)$ be a probability space and let $T$ be a contraction on $L^{2} (μ)$ . We provide suitable conditions over sequences $(w_{k})$ , $(u_{k})$ and $(A_{k})$ in such a way t…

math.PR2017

On the discrepancy of powers of random variables

Nicolas Chenavier, Dominique Schneider

Let $(d_{n})$ be a sequence of positive numbers and let $(X_{n})$ be a sequence of positive independent random variables. We provide an upper bound for the deviation between the distri…

math.PR2015

Products of random variables and the first digit phenomenon

Nicolas Chenavier, Bruno Masse, Dominique Schneider

We provide conditions on dependent and on non-stationary random variables $X_{n}$ ensuring that the mantissa of the sequence of products $(\prod_{1}^{n} X_{k})$ is almost sur…

math.DS2008

Ergodic averages with deterministic weights

Fabien Durand, Dominique Schneider

The purpose of this paper is to study ergodic averages with deterministic weights. More precisely we study the convergence of the ergodic averages of the type $\frac{1}{N} \sum_{k=…

math.PR2006

Random series of functions and applications

Frédéric Paccaut, Dominique Schneider

We study the continuity properties of trajectories for some random series of functions $\sum a_k f (α X_k (ω))$ where $a_k$ is a complex sequence, $X_k$ a sequence of real independ…