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- Handlebody abstract "In the mathematical field of geometric topology, a handlebody is a decomposition of a manifold into standard pieces. Handlebodies play an important role in Morse theory, cobordism theory and the surgery theory of high-dimensional manifolds. Handles are used to particularly study 3-manifolds.Handlebodies play a similar role in the study of manifolds as simplicial complexes and CW complexes play in homotopy theory, allowing one to analyze a space in terms of individual pieces and their interactions.".
- Handlebody thumbnail Triple_torus_illustration.png?width=300.
- Handlebody wikiPageExternalLink books?id=TtKyqozvgIwC.
- Handlebody wikiPageID "864472".
- Handlebody wikiPageRevisionID "603542890".
- Handlebody hasPhotoCollection Handlebody.
- Handlebody subject Category:Geometric_topology.
- Handlebody subject Category:Surgery_theory.
- Handlebody comment "In the mathematical field of geometric topology, a handlebody is a decomposition of a manifold into standard pieces. Handlebodies play an important role in Morse theory, cobordism theory and the surgery theory of high-dimensional manifolds.".
- Handlebody label "Corpo con manici".
- Handlebody label "Cubo con asas".
- Handlebody label "Handlebody".
- Handlebody label "Henkelkörper".
- Handlebody label "ハンドル体".
- Handlebody sameAs Henkelkörper.
- Handlebody sameAs Cubo_con_asas.
- Handlebody sameAs Corpo_con_manici.
- Handlebody sameAs ハンドル体.
- Handlebody sameAs m.03jlr5.
- Handlebody sameAs Q1143042.
- Handlebody sameAs Q1143042.
- Handlebody wasDerivedFrom Handlebody?oldid=603542890.
- Handlebody depiction Triple_torus_illustration.png.
- Handlebody isPrimaryTopicOf Handlebody.