Gilbert Hector, Ulrich Hirsch
Abstract
Contents: Basic constructions and examples - Structure of codimension-one foliations - Exceptional minimal sets of compact foliated manifolds a theorem of Sacksteder - One side holonomy vanishing cycles and closed transversals - Foliations without holonomy - Growth - Holonomy invariant measures.
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Contents: Basic constructions and examples - Structure of codimension-one foliations - Exceptional minimal sets of compact foliated manifolds a theorem of Sacksteder - One side holonomy vanishing cycles and closed transversals - Foliations without holonomy - Growth - Holonomy invariant measures.
Key concepts: Holonomy, Codimension, Pure mathematics, Mathematics, Invariant (physics), Mathematical analysis, Mathematical physics