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Closure of singular foliations: the proof of Molino’s conjecture
- Part of
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- Journal:
- Compositio Mathematica / Volume 153 / Issue 12 / December 2017
- Published online by Cambridge University Press:
- 13 September 2017, pp. 2577-2590
- Print publication:
- December 2017
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- Article
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In this paper we prove the conjecture of Molino that for every singular Riemannian foliation
$(M,{\mathcal{F}})$, the partition 
$\overline{{\mathcal{F}}}$ given by the closures of the leaves of 
${\mathcal{F}}$ is again a singular Riemannian foliation.
