2 citations · 2 across the 6 of their papers we have counts for
7 papers · 1 filter
From Markovian actions to Anosov flows
François Béguin, Ioannis Iakovoglou
In this paper, we establish a necessary and sufficient condition for a group action on a bifoliated plane to arise from a topological Anosov flow supported by an orientable -man…
Markovian actions are Anosov-like
I. Iakovoglou
Motivated by the introduction of Anosov-like actions by Thomas Barthelmé, Steven Frankel, and Kathryn Mann, in this paper we study group actions on the plane that preserve a pair o…
Markovian families for pseudo-Anosov flows
Ioannis Iakovoglou
Generalizing the classification approach described for transitive Anosov flows in dimension 3 in a previous preprint of the author, in this paper we describe a method for classifyi…
Dehn-Fried surgeries on non-transitive expansive flows
Ioannis Iakovoglou
In this paper, we prove that for any flow obtained by a Dehn-Fried surgery on an expansive (or equivalently topological pseudo-Anosov) flow in dimension 3, is expansive…
Markov partitions for non-transitive expansive flows
Ioannis Iakovoglou
In this note we construct Markov partitions for non-transitive expansive flows in dimension 3.
Anosov flows on -manifolds: the surgeries and the foliations
Christian Bonatti, Ioannis Iakovoglou
To any Anosov flow X on a 3-manifold Fe1 associated a bi-foliated plane (a plane endowed with two transverse foliations Fs and Fu) which reflects the normal structure of the flow e…