The Geometrization Conjecture - 9780821852019
Un libro in lingua di John Morgan Gang Tian edito da Amer Mathematical Society, 2014
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Building on and extending their 2007 paper "Ricci Flow and the Poincaré Conjecture," Morgan and Tian offer a complete proof of the geometrization conjecture. The conjecture holds that any closed, orientable, prime 3-manifold M contains a disjoint union of embedded incompressible 2-tori and Klein bottles such that each connected component of the complement admits a complete, locally homogeneous Riemannian metric of finite volume. They discuss geometric and analytical results for Ricci flow with surgery, locally volume collapsed 3-manifolds, and the equivariant case. Annotation ©2014 Ringgold, Inc., Portland, OR (protoview.com)
Informazioni bibliografiche
- Titolo del Libro in lingua: The Geometrization Conjecture
- Lingua: English
- Autori : John Morgan Gang Tian
- Editore: Amer Mathematical Society
- Collana: Amer Mathematical Society (Hardcover)
- Data di Pubblicazione: 30 Maggio '14
- Genere: MATHEMATICS
- Argomenti : Global Riemannian geometry Topological manifolds Differential geometry -- Global differential geometry -- Methods of Riemannian geometry, including PDE methods curvature restrictions. ms
- Pagine: 291
- Dimensioni mm: 254 x 177 x 19
- EAN-13: 9780821852019