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Oriented Birkhoff sections of Anosov flows
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abstract
This paper gives 3 different proofs (independently obtained by the 3 authors) of the following fact: given an Anosov flow on an oriented 3 manifold, the existence of a positive Birkhoff section is equivalent to the fact that the flow is $\mathbb{R}$-covered positively twisted.
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Cited by 1 Pith paper
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A Sm\"org\aa sbord of (bi)contact structures, Reeb flows and pseudo-Anosov flows
A rigidity theorem for bicontact geometry: a bitransverse Anosov Reeb flow forces the supporting Anosov flow to be skew and isotopically equivalent; the rest of the paper is an open-problem survey.
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