activity
20172023
most citedCritical intermittency in random interval maps

12 citations · 16 across the 4 of their papers we have counts for

collaborators

6 papers

math.DS2023

Pseudo-random number generation with -encoders

Charlene Kalle, Evgeny Verbitskiy, Benthen Zeegers

The -encoder is an analog circuit that converts an input signal into a finite bit stream . The bits are correlated and therefore are not immedia…

math.DS2022

Intermittency generated by attracting and weakly repelling fixed points

Benthen Zeegers

Recently for a class of critically intermittent random systems a phase transition was found for the finiteness of the absolutely continuous invariant measure. The systems for which…

math.DS2022★ 4 cited

Decay of correlations for critically intermittent systems

Charlene Kalle, Benthen Zeegers

For a family of random intermittent dynamical systems with a superattracting fixed point we prove that a phase transition occurs between the existence of an absolutely continuous i…

math.DS2021

Random Lochs' Theorem

Charlene Kalle, Evgeny Verbitskiy, Benthen Zeegers

In 1964 Lochs proved a theorem on the number of continued fraction digits of a real number that can be determined from just knowing its first decimal digits. In 2001 this r…

math.DS2021★ 12 cited

Critical intermittency in random interval maps

Ale Jan Homburg, Charlene Kalle, Marks Ruziboev +2

Critical intermittency stands for a type of intermittent dynamics in iterated function systems, caused by an interplay of a superstable fixed point and a repelling fixed point. We…

cond-mat.dis-nn2017

Synchronization of phase oscillators on the hierarchical lattice

Diego Garlaschelli, Frank den Hollander, Janusz Meylahn +1

Synchronization of neurons forming a network with a hierarchical structure is essential for the brain to be able to function optimally. In this paper we study synchronization of ph…