10 citations · 33 across the 7 of their papers we have counts for
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nlin.CD2016★ 2 cited
Sums of variables at the onset of chaos, replenished
Alvaro Diaz-Ruelas, Alberto Robledo
As a counterpart to our previous study of the stationary distribution formed by sums of positions at the Feigenbaum point via the period-doubling cascade in the logistic map (Eur.…
nlin.CD2016★ 4 cited
Tangent map intermittency as an approximate analysis of intermittency in a high dimensional fully stochastic dynamical system: The Tangled Nature model
Alvaro Diaz-Ruelas, Henrik Jeldtoft Jensen, Duccio Piovani +1
It is well known that low-dimensional nonlinear deterministic maps close to a tangent bifurcation exhibit intermittency and this circumstance has been exploited, e.g. by Procaccia…