33 citations · 219 across the 21 of their papers we have counts for
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math.DS2015★ 15 cited
Quasistatic dynamics with intermittency
Juho Leppänen, Mikko Stenlund
We study an intermittent quasistatic dynamical system composed of nonuniformly hyperbolic Pomeau--Manneville maps with time-dependent parameters. We prove an ergodic theorem which…
math.DS2015★ 6 cited
An almost sure ergodic theorem for quasistatic dynamical systems
Mikko Stenlund
We prove almost sure ergodic theorems for a class of systems called quasistatic dynamical systems. These results are needed, because the usual theorem due to Birkhoff does not appl…
math.DS2015★ 21 cited
Quasistatic dynamical systems
Neil Dobbs, Mikko Stenlund
We introduce the notion of a quasistatic dynamical system, which generalizes that of an ordinary dynamical system. Quasistatic dynamical systems are inspired by the namesake proces…