1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.CO2023★ 1 cited
Two New Integer Sequences Related to Crossroads and Catalan Numbers
Julien Rouyer, Alain Ninet
The lonely singles sequence represents the number of noncrossing partitions of the finite set {1,. .. , n} in which no pair of singletons {i} and {j} can be merged into the pair {i…
math.DS2016
Exponential decay of correlations for a real-valued dynamical system generated by a k dimensional system
Lisette Jager, Jules Maes, Alain Ninet
We study the real, bounded-variables process (X_n) defined by a k-term recurrence relation X_{n+k} =ϕ(X_n, ... , X_{n+k-1}). We prove the decay of correlations, mainly under purely…
math.DS2014
Exponential decay of correlations for a real valued dynamical system embedded in
Lisette Jager, Jules Maes, Alain Ninet
We study the real valued process defined by , where the are bounded. We aim at proving the decay of correlations for t…