7 citations · 9 across the 3 of their papers we have counts for
3 papers
math.DS2015★ 7 cited
On the sharp regularity for arbitrary actions of nilpotent groups on the interval: the case of N_4
E. Jorquera, A. Navas, C. Rivas
We determine the largest α for which the nilpotent group of 4-by-4 triangular matrices with integer coefficients and 1 in the diagonal embeds into the group of C1+α diffeomorphism…
math.GR2011★ 2 cited
Sharp regularity for certain nilpotent group actions on the interval
G. Castro, E. Jorquera, A. Navas
According to the classical Plante-Thurston Theorem, all nilpotent groups of -diffeomorphisms of the closed interval are Abelian. Using techniques coming from the works of Denj…
math.DS2009
On the entropy for group actions on the circle
Eduardo Jorquera
We show that for a finitely generated group of circle diffeomorphisms, the entropy of the action equals the entropy of the restriction of the action to the non-wandering set.