We consider transformations preserving a contracting foliation, such that the associated
quotient map satisfies a Lasota-Yorke inequality. We prove that the associated transfer …

On the statistical stability of Lorenz attractors with a C1+α stable foliation Page 1 Ergod. Th. &
Dynam. Sys. (2019), 39, 3169–3184 doi:10.1017/etds.2018.28 c Cambridge University Press …

We show that a sectional-hyperbolic attracting set for a Hölder-vector field admits finitely
many physical/SRB measures whose ergodic basins cover Lebesgue almost all points of the …

Variance Continuity for Lorenz Flows | Annales Henri Poincaré Skip to main content SpringerLink
Account Menu Find a journal Publish with us Search Cart 1.Home 2.Annales Henri Poincaré …

We prove strong statistical stability of a large class of one-dimensional maps which may
have an arbitrary finite number of discontinuities and of non-degenerate critical points and/or …

It is well known that a family of tent-like maps with bounded derivatives has no linear
response for typical deterministic perturbations changing the value of the turning point. In …

We study continuity, and lack thereof, of thermodynamical properties for one-dimensional
dynamical systems. Under quite general hypotheses, the free energy is shown to be almost …

We consider one parameter families of vector fields introduced by Rovella, obtained through
modifying the eigenvalues of the geometric Lorenz attractor, replacing the expanding …

Quenched Decay of Correlations for One-dimensional Random Lorenz Maps | Journal of
Dynamical and Control Systems Skip to main content SpringerLink Account Menu Find a journal …

We present criteria for statistical stability of attracting sets for vector fields using dynamical
conditions on the corresponding generated flows. These conditions are easily verified for all …