6 citations · 6 across the 3 of their papers we have counts for
3 papers
math.DS2025
A local limit theorem for a random walk in an intermittent dynamical environment
Juho Leppänen
We study an extended dynamical system on the non-negative real line with piecewise linear non-uniformly expanding local dynamics. With a uniformly distributed initial state, the di…
math.DS2025
Regularity of the variance in quenched CLT for random intermittent dynamical systems
Davor Dragičević, Juho Leppänen
We study random dynamical systems composed of LSV maps with varying parameters, without any mixing assumptions on the base space of random dynamics. We establish a quenched central…
math.DS2018★ 6 cited
Central limit theorems with a rate of convergence for time-dependent intermittent maps
Olli Hella, Juho Leppänen
We study dynamical systems arising as time-dependent compositions of Pomeau-Manneville-type intermittent maps. We establish central limit theorems for appropriately scaled and cent…