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- Capped_grope abstract "In mathematics, a grope is a construction used in 4-dimensional topology, introduced by Štan'ko (1971) and named by Cannon (1978) "because of its multitudinous fingers". Capped gropes were used by Freedman (1984) as a substitute for Casson handles, that work better for non-simply-connected 4-manifolds. A capped surface in a 4-manifold is roughly a surface together with some 2-disks, called caps, whose boundaries generate the fundamental group of the surface. A capped grope is obtained by repeatedly replacing the caps of a capped surface by another capped surface. Capped surfaces and capped gropes are studied in Freedman & Quinn (1990).".
- Capped_grope wikiPageID "25872110".
- Capped_grope wikiPageLength "1984".
- Capped_grope wikiPageOutDegree "10".
- Capped_grope wikiPageRevisionID "576030207".
- Capped_grope wikiPageWikiLink 4-dimensional_topology.
- Capped_grope wikiPageWikiLink 4-manifold.
- Capped_grope wikiPageWikiLink Bulletin_of_the_American_Mathematical_Society.
- Capped_grope wikiPageWikiLink Casson_handle.
- Capped_grope wikiPageWikiLink Category:4-manifolds.
- Capped_grope wikiPageWikiLink Fundamental_group.
- Capped_grope wikiPageWikiLink Generating_set_of_a_group.
- Capped_grope wikiPageWikiLink Low-dimensional_topology.
- Capped_grope wikiPageWikiLink Mathematics.
- Capped_grope wikiPageWikiLink Princeton_University_Press.
- Capped_grope wikiPageWikiLink Simply_connected_space.
- Capped_grope wikiPageWikiLinkText "capped grope".
- Capped_grope hasPhotoCollection Capped_grope.
- Capped_grope wikiPageUsesTemplate Template:Citation.
- Capped_grope wikiPageUsesTemplate Template:Harvtxt.
- Capped_grope subject Category:4-manifolds.
- Capped_grope hypernym Construction.
- Capped_grope type Company.
- Capped_grope comment "In mathematics, a grope is a construction used in 4-dimensional topology, introduced by Štan'ko (1971) and named by Cannon (1978) "because of its multitudinous fingers". Capped gropes were used by Freedman (1984) as a substitute for Casson handles, that work better for non-simply-connected 4-manifolds. A capped surface in a 4-manifold is roughly a surface together with some 2-disks, called caps, whose boundaries generate the fundamental group of the surface.".
- Capped_grope label "Capped grope".
- Capped_grope sameAs m.09v6vcz.
- Capped_grope sameAs Q5036141.
- Capped_grope sameAs Q5036141.
- Capped_grope wasDerivedFrom Capped_grope?oldid=576030207.
- Capped_grope isPrimaryTopicOf Capped_grope.