1 citations · 1 across the 5 of their papers we have counts for
5 papers
Pushforward dynamics on Wasserstein spaces and measure rigidity
Douglas Finamore, André Magalhães de Sá Gomes, Christian S. Rodrigues
For an endomorphism of a closed Riemannian manifold , we study the pushforward action on the Wasserstein space at a measure preserved by .…
A CAT(0)-approach to the marked length spectral rigidity of Sinai billiards
Douglas Finamore, Martin Leguil
We study the spectral rigidity problem for Sinai billiards with finite horizon, specifically asking whether the geometry of the billiard table can be recovered from the lengths of…
Quasiconformal contact foliations
Douglas Finamore
We show that every quasiconformal contact foliation supports an invariant metric and characterise such foliations by the dynamical property of -equicontinuity. We prove that a…
A characterization of the n-dimensional torus via intrinsically harmonic forms
Elizeu França, Douglas Finamore
The -torus is the the unique closed manifold supporting a set of linearly independent closed -forms. In this paper we improve on this result and show that the torus is th…
Contact foliations and generalised Weinstein conjectures
Douglas Finamore
We consider contact foliations: objects which generalise to higher dimensions the flow of the Reeb vector field on contact manifolds. We list a number of properties of such foliati…