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- Higgs_bundle abstract "In mathematics, a Higgs bundle is a pair (E,φ) consisting of a holomorphic vector bundle E and a Higgs field φ, a holomorphic 1-form taking values in End(E) such that φ ∧ φ = 0. Such pairs were introduced by Hitchin (1987), who named the field φ after Peter Higgs because of an analogy with Higgs bosons. The term 'Higgs bundle', and the condition φ ∧ φ = 0 (which is vacuous in Hitchin's original set-up on Riemann surfaces) was introduced later by Simpson.".
- Higgs_bundle wikiPageExternalLink tx070800980p.pdf.
- Higgs_bundle wikiPageExternalLink item?id=PMIHES_1992__75__5_0.
- Higgs_bundle wikiPageExternalLink s3-55.1.59.
- Higgs_bundle wikiPageID "34143255".
- Higgs_bundle wikiPageLength "1656".
- Higgs_bundle wikiPageOutDegree "9".
- Higgs_bundle wikiPageRevisionID "653133834".
- Higgs_bundle wikiPageWikiLink Category:Complex_manifolds.
- Higgs_bundle wikiPageWikiLink Category:Vector_bundles.
- Higgs_bundle wikiPageWikiLink Higgs_boson.
- Higgs_bundle wikiPageWikiLink Hitchin_system.
- Higgs_bundle wikiPageWikiLink Holomorphic_vector_bundle.
- Higgs_bundle wikiPageWikiLink Notices_of_the_American_Mathematical_Society.
- Higgs_bundle wikiPageWikiLink Peter_Higgs.
- Higgs_bundle wikiPageWikiLink Publications_Mathxc3xa9matiques_de_lIHxc3x89S.
- Higgs_bundle wikiPageWikiLink Simpson_correspondence.
- Higgs_bundle wikiPageWikiLinkText "Higgs bundle".
- Higgs_bundle hasPhotoCollection Higgs_bundle.
- Higgs_bundle wikiPageUsesTemplate Template:Citation.
- Higgs_bundle wikiPageUsesTemplate Template:Harvs.
- Higgs_bundle subject Category:Complex_manifolds.
- Higgs_bundle subject Category:Vector_bundles.
- Higgs_bundle hypernym Pair.
- Higgs_bundle type Place.
- Higgs_bundle type Bundle.
- Higgs_bundle type Variable.
- Higgs_bundle comment "In mathematics, a Higgs bundle is a pair (E,φ) consisting of a holomorphic vector bundle E and a Higgs field φ, a holomorphic 1-form taking values in End(E) such that φ ∧ φ = 0. Such pairs were introduced by Hitchin (1987), who named the field φ after Peter Higgs because of an analogy with Higgs bosons. The term 'Higgs bundle', and the condition φ ∧ φ = 0 (which is vacuous in Hitchin's original set-up on Riemann surfaces) was introduced later by Simpson.".
- Higgs_bundle label "Higgs bundle".
- Higgs_bundle sameAs Higgs-Bündel.
- Higgs_bundle sameAs m.0hr6dhp.
- Higgs_bundle sameAs Q5754369.
- Higgs_bundle sameAs Q5754369.
- Higgs_bundle wasDerivedFrom Higgs_bundle?oldid=653133834.
- Higgs_bundle isPrimaryTopicOf Higgs_bundle.