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- Hypermultiplet abstract "In mathematics, a hypermultiplet is a type of representation of an extended supersymmetry algebra, in particular the matter multiplet of N=2 supersymmetry in 4 dimensions, containing two complex scalars Ai, a Dirac spinor ψ, and two further auxiliary complex scalars Fi.The name "hypermultiplet" comes from old term "hypersymmetry" for N=2 supersymmetry used by Fayet (1976); this term has been abandoned, but the name "hypermultiplet" for some of its representations is still used.".
- Hypermultiplet wikiPageID "36581355".
- Hypermultiplet wikiPageLength "916".
- Hypermultiplet wikiPageOutDegree "5".
- Hypermultiplet wikiPageRevisionID "677938907".
- Hypermultiplet wikiPageWikiLink Auxiliary_field.
- Hypermultiplet wikiPageWikiLink Category:Supersymmetry.
- Hypermultiplet wikiPageWikiLink Scalar_field.
- Hypermultiplet wikiPageWikiLink Spinor_field.
- Hypermultiplet wikiPageWikiLink Supersymmetry_algebra.
- Hypermultiplet wikiPageWikiLinkText "hypermultiplet".
- Hypermultiplet hasPhotoCollection Hypermultiplet.
- Hypermultiplet wikiPageUsesTemplate Template:Citation.
- Hypermultiplet wikiPageUsesTemplate Template:Harvtxt.
- Hypermultiplet wikiPageUsesTemplate Template:Underlinked.
- Hypermultiplet subject Category:Supersymmetry.
- Hypermultiplet hypernym Representation.
- Hypermultiplet comment "In mathematics, a hypermultiplet is a type of representation of an extended supersymmetry algebra, in particular the matter multiplet of N=2 supersymmetry in 4 dimensions, containing two complex scalars Ai, a Dirac spinor ψ, and two further auxiliary complex scalars Fi.The name "hypermultiplet" comes from old term "hypersymmetry" for N=2 supersymmetry used by Fayet (1976); this term has been abandoned, but the name "hypermultiplet" for some of its representations is still used.".
- Hypermultiplet label "Hypermultiplet".
- Hypermultiplet sameAs m.0kg0_zw.
- Hypermultiplet sameAs Q5958336.
- Hypermultiplet sameAs Q5958336.
- Hypermultiplet wasDerivedFrom Hypermultiplet?oldid=677938907.
- Hypermultiplet isPrimaryTopicOf Hypermultiplet.