In this paper, we study the greybody factors (GFs) for fermions with different spins and
bosons in the regular black hole (BH) predicted by a non-minimal Einstein–Yang–Mills …

For the paradigmatic three-disk scattering system, we confirm a recent conjecture for open
chaotic systems, which claims that resonance states are composed of two factors. In …

On a smooth, compact and oriented manifold without boundary, we give a complete
description of the correlation function of a Morse-Smale gradient flow satisfying a certain …

For smooth random dynamical systems we consider the quenched linear and higher-order
response of equivariant physical measures to perturbations of the random dynamics. We …

We consider the skew-product of an expanding map $ E $ on the circle $\mathbb T $ with an
almost surely $\mathcal C^ k $ random perturbation $\tau=\tau_0+\delta\tau $ of a …

The Lyapunov spectra of random U (1) extensions of expanding maps on the torus were
investigated in our previous work [NW2015]. Using the result, we extend the recent spectral …

•[Zw12] for semiclassical/microlocal analysis, in particular semiclassical quantization,
Egorov's Theorem, and semiclassical defect measures;•[DZb] for scattering theory, in …

Transfer operators of random partially hyperbolic dynamical systems Page 1 HAL Id: tel-03223781
https://theses.hal.science/tel-03223781 Submitted on 11 May 2021 HAL is a multi-disciplinary …

We study the spectral gap for transfer operators of the skew product given by, where is a
uniformly expanding endomorphism, and the fiber map is a map. We construct a Hilbert …