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- Kirwan_map abstract "In differential geometry, the Kirwan map, introduced by British mathematician Frances Kirwan, is the homomorphismwhereM is a Hamiltonian T-space; i.e., a symplectic manifold acted by a torus T with a moment map .is the equivariant cohomology ring of M; i.e.. the cohomology ring of the homotopy quotient of M by T.is the symplectic quotient of M by T at a regular value p of .It is defined as the map of equivariant cohomology induced by the inclusion followed by the canonical isomorphism .A theorem of Kirwan says that if M is compact, then the map is surjective. The analogous result holds between the K-theory of the symplectic quotient and the equivariant topological K-theory of M.".
- Kirwan_map wikiPageID "42485711".
- Kirwan_map wikiPageRevisionID "606240058".
- Kirwan_map subject Category:Smooth_manifolds.
- Kirwan_map comment "In differential geometry, the Kirwan map, introduced by British mathematician Frances Kirwan, is the homomorphismwhereM is a Hamiltonian T-space; i.e., a symplectic manifold acted by a torus T with a moment map .is the equivariant cohomology ring of M; i.e..".
- Kirwan_map label "Kirwan map".
- Kirwan_map sameAs m.010f5pny.
- Kirwan_map sameAs Q16969669.
- Kirwan_map sameAs Q16969669.
- Kirwan_map wasDerivedFrom Kirwan_map?oldid=606240058.
- Kirwan_map isPrimaryTopicOf Kirwan_map.