The subject of this volume, recent developments in foliation theory and important related analytic and geometric techniques, is an active field in the application of both global analysis and geometric topological theory of manifolds to the study of foliations. This volume includes research papers by leading specialists that provide an overview of the subject.
Espaces diffeologiques quotients de feuilletages et geometrie en dimension infinie, G. Hector; leafwise reduced cohomology and subfoliations, J. Alvarez Lopez; transverse index theory, S. Hurder; index theory for Riemannian foliations, F.W. Kamber; geometry of Lagrangian foliations and integrable Hamiltonian systems, P. Molino; on contact and homogeneous symplectic groupoids, P. Libermann; real analytic periodic flows on 3-manifolds, E. Vogt; extremal connections on a Riemann surface, Ph. Tondeur; codimension one foliations and Anosov flows on solvable manifolds, S. Matsumoto; from coarse geometry to foliations and back, J. Roe. (Part contents).
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- ID: 9789810221591
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