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- Casson_handle abstract "In 4-dimensional topology, a branch of mathematics, a Casson handle is a 4-dimensional topological 2-handle constructed by an infinite procedure. They are named for Andrew Casson, who introduced them in about 1973. They were originally called "flexible handles" by Casson himself, and Michael Freedman (1982) introduced the name "Casson handle" by which they are known today. In that work he showed that Casson handles are topological 2-handles, and used this to classify simply connected compact topological 4-manifolds.".
- Casson_handle wikiPageExternalLink 1214437136.
- Casson_handle wikiPageID "7024176".
- Casson_handle wikiPageRevisionID "526882575".
- Casson_handle author "R. Gompf".
- Casson_handle authorlink "Michael Freedman".
- Casson_handle first "Michael".
- Casson_handle hasPhotoCollection Casson_handle.
- Casson_handle id "C/c110110".
- Casson_handle last "Freedman".
- Casson_handle title "Casson handle".
- Casson_handle year "1982".
- Casson_handle subject Category:4-manifolds.
- Casson_handle subject Category:Geometric_topology.
- Casson_handle comment "In 4-dimensional topology, a branch of mathematics, a Casson handle is a 4-dimensional topological 2-handle constructed by an infinite procedure. They are named for Andrew Casson, who introduced them in about 1973. They were originally called "flexible handles" by Casson himself, and Michael Freedman (1982) introduced the name "Casson handle" by which they are known today.".
- Casson_handle label "Casson handle".
- Casson_handle sameAs m.0h0vc2.
- Casson_handle sameAs Q5049506.
- Casson_handle sameAs Q5049506.
- Casson_handle wasDerivedFrom Casson_handle?oldid=526882575.
- Casson_handle isPrimaryTopicOf Casson_handle.