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# Reeb Foliation

leaves of the foliation, and all foliations are assumed to be at least of class. C2.

Reeb Foliation is described in multiple online sources, as addition to our editors' articles, see section below for printable documents, Reeb Foliation books and related discussion.

## Suggested Pdf Resources

INTRODUCTION TO FOLIATIONS AND LIE GROUPOIDS
1.3 Constructions of foliations. 14.
Contact Geometry and 3-manifolds
k-dimensional foliation F if and only if for any two sections X and Y of ξ, [X, Y ] is also a section of ξ.
Classifying Foliations
Mar 26, 2009 Foliations by surfaces. Reeb Foliation of the solid torus. Steven Hurder (UIC).
Department of Mathematics, Osmangazi University, Eski§ehir
In 1944, G. Reeb [8] gave the ﬁrst codimension-one foliation of the round In [6], we showed that the Reeb foliation FR, deﬁned in section. 4.
THE C* -ALGEBRAS OF REEB FOLIATIONS ARE NOT AF

## Suggested News Resources

Does the Kerr Solution Support the New “Anchored Rotating Reeb Foliation” of
We had concluded before that the in-spiraling trajectories must form something like a “Reeb foliation” on the way to the unmoving horizon. He suddenly realized that an “anchored rotating Reeb foliation” is the answer.

## Suggested Web Resources

Reeb foliation - Wikipedia, the free encyclopedia
In mathematics, the Reeb foliation is a particular foliation of the 3-sphere, introduced by the French mathematician Georges Reeb (1920–1992).
Reeb Foliation -- from Wolfram MathWorld
Aug 29, 2011 The Reeb foliation of the hypersphere S^3 is a foliation constructed as the union of two solid tori with common boundary.
Reeb Foliations
We define a Reeb foliation of V to be a foliation F of V such that each leaf of F in Reeb foliations and all Reeb foliations of D2 x S' are topologically equivalent.
INTRODUCTION TO FOLIATIONS AND LIE GROUPOIDS
1.3 Constructions of foliations. 14.
Reeb Foliation - UC Berkeley Department of Mathematics
Jan 19, 2005 The University of California, Berkeley, Department of Mathematics.

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