Contact structures on 3-manifolds are deformations of foliations
To appear in MRL.
In this note we observe, answering a question of Eliashberg and Thurston, that all contact structures on a closed oriented 3-manifold are $C^\infty$-deformations of foliations.
You may download a compressed postscript or a pdf version of this paper.
You may download the version of this paper at the arxiv.
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