Fibrations and contact structures (Q2570963)

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Fibrations and contact structures
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    Fibrations and contact structures (English)
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    31 October 2005
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    Summary: We prove that a closed \(3\)-dimensional manifold is a torus bundle over the circle if and only if it carries a closed nonsingular \(1\)-form which is linearly deformable into contact forms.
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    3-manifold
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    torus bundle
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