Hélène Eynard-Bontemps

activity

20192026

most citedMather invariant, distortion, and conjugates for diffeomorphisms of the interval

6 citations · 7 across the 7 of their papers we have counts for

collaborators

Showing 2023Show all

2 papers · 1 filter

math.DS2023

The space of $C^{1 + a c}$ actions of $Z^{d}$ on a one-dimensional manifold is path-connected

Hélène Eynard-Bontemps, Andrés Navas

We show path-connectedness for the space of $Z^{d}$ actions by $C^{1}$ diffeomorphisms with absolutely continuous derivative on both the closed interval and the circle. We als…

math.DS2023★ 1 cited

On residues and conjugacies for germs of 1-D parabolic diffeomorphisms in finite regularity

Hélène Eynard-Bontemps, Andrés Navas

We study conjugacy classes of germs of non-flat diffeomorphisms of the real line fixing the origin. Based on the work of Takens and Yoccoz, we establish results that are sharp in t…

The space of C1+ac actions of Zd on a one-dimensional manifold is path-connected

On residues and conjugacies for germs of 1-D parabolic diffeomorphisms in finite regularity

The space of $C^{1 + a c}$ actions of $Z^{d}$ on a one-dimensional manifold is path-connected