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- W1952000144 abstract "On every compact and orientable three-manifold, we construct total foliations (three codimension 1 foliations that are transverse at every point). This construction can be performed on any homotopy class of plane fields with vanishing Euler class. As a corollary we obtain similar results on bi-contact structures." @default.
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- W1952000144 date "2007-06-13" @default.
- W1952000144 modified "2023-09-27" @default.
- W1952000144 title "Homotopy classes of total foliations and bi-contact structures on three-manifolds" @default.
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