21 citations · 41 across the 5 of their papers we have counts for
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math.DS2013★ 8 cited
Polynomial entropy for the circle homeomorphisms and for nonvanishing vector fields on $\T^2$
Clémence Labrousse
We prove that the polynomial entropy of an orientation preserving homeomorphism of the circle equals 1 when the homeomorphism is not conjugate to a rotation and that it is 0 otherw…
math.DS2013
Slow volume growth for Reeb flows on spherizations and contact Bott--Samelson theorems
Urs Frauenfelder, Clémence Labrousse, Felix Schlenk
We give a uniform lower bound for the polynomial complexity of all Reeb flows on the spherization (S*M,ξ) over a closed manifold. Our measure for the dynamical complexity of Reeb f…