collaborators

14 papers

math.DS2026

Smooth linearization of nonautonomous dynamics under general dichotomic behaviour

Lucas Backes, Davor Dragicevic, Wenmeng Zhang

The main purpose of this paper is to formulate new conditions for smooth linearization of nonautonomous systems with discrete and continuous time. Our results assume that the linea…

math.DS2026

Generalized dichotomies via time rescaling

Davor Dragicevic, Cesar M. Silva

For discrete-time nonautonomous linear dynamics and a large class of discrete growth rates , we show that the notion of dichotomy (with respect to a sequence of norms) can…

math.DS2026

Quenched and annealed linear response for some partially hyperbolic skew products

Davor Dragicevic, Yeor Hafouta

We prove quenched and annealed statistical stability, linear response, and differentiability of asymptotic moments for parametric families of partially hyperbolic skew products, wi…

math.DS2026

h-Dichotomies via noncritical uniformity and expansiveness for evolution families

Davor Dragicevic

In a recent paper (Math. Ann. 393 (2025), 1769--1795), Elorreaga et al. have obtained a complete characterization of the notion of a -dichotomy for ordinary differential equatio…

math.DS2026

Effective quenched linear response for random dynamical systems

Davor Dragicevic, Yeor Hafouta

We prove ``effective'' linear response for certain classes of non-uniformly expanding random dynamical systems which are not necessarily composed in an i.i.d manner. In application…

math.DS2026

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…