We prove a rigidity result for foliations on surfaces of genus two, which can be seen as a
generalization to higher genus of Herman's theorem on circle diffeomorphisms and …

We find conditions for two piecewise C 2+ ν homeomorphisms f and g of the circle to be C 1
conjugate. Besides the restrictions on the combinatorics of the maps (we assume that the …

We prove the renormalization conjecture for circle diffeomorphisms with breaks, ie, that the
renormalizations of any two C 2+ α-smooth (α∈(0, 1)) circle diffeomorphisms with a break …

We consider a class of Schrödinger operators—referred to as Schrödinger operators over
circle maps—that generalize one-frequency quasiperiodic Schrödinger operators, with a …

R.–Nous démontrons que pour presque tous les irrationnels 2. 0; 1/, deux
difféomorphismes du cercle C2Clisses, 2. 0; 1/, avec un point de singularité de type rupture …

We prove that C^ r C r-smooth (r> 2 r> 2) circle diffeomorphisms with a break, ie, circle
diffeomorphisms with a single singular point where the derivative has a jump discontinuity …

In this article, we prove a rigidity property for a class of generalized interval exchange
transformations (GIETs), which contains the class of piecewise smooth circle …

We study the coarse geometry of the moduli space of dilation tori with two singularities and
the dynamical properties of the action of the Teichmüller flow on this moduli space. This …

Let $ f $ be an orientation-preserving circle diffeomorphism with irrational rotation number
and with a break point $\xi_ {0}, $ that is, its derivative $ f'$ has a jump discontinuity at this …

Une invitation aux surfaces de dilatation Page 1 Institut Fourier — Université de Grenoble I
Actes du séminaire de Théorie spectrale et géométrie Selim GHAZOUANI Une invitation …