A case for 14 dimensions

Extended superalgebras of types A,B,C, heterotic and type-I are all derived as solutions to a BPS equation in 14 dimensions with signature ( 11,3). The BPS equation as well as the solutions are covariant under SO( 11,3). This shows how supersymmetries with N<=8 in four dimensions have their origi...

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Autor principal: Bars, Itzhak
Lenguaje:eng
Publicado: 1997
Materias:
Particle Physics - Theory
Acceso en línea:https://dx.doi.org/10.1016/S0370-2693(97)00550-9
http://cds.cern.ch/record/323744
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author Bars, Itzhak
author_facet Bars, Itzhak
author_sort Bars, Itzhak
collection CERN
description Extended superalgebras of types A,B,C, heterotic and type-I are all derived as solutions to a BPS equation in 14 dimensions with signature ( 11,3). The BPS equation as well as the solutions are covariant under SO( 11,3). This shows how supersymmetries with N<=8 in four dimensions have their origin in the same superalgebra in 14D. The solutions provide different bases for the same superalgebra in 4D, and the transformations among bases correspond to various dualities.
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institution Organización Europea para la Investigación Nuclear
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publishDate 1997
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spelling cern-3237442023-03-14T20:11:17Zdoi:10.1016/S0370-2693(97)00550-9http://cds.cern.ch/record/323744engBars, ItzhakA case for 14 dimensionsParticle Physics - TheoryExtended superalgebras of types A,B,C, heterotic and type-I are all derived as solutions to a BPS equation in 14 dimensions with signature ( 11,3). The BPS equation as well as the solutions are covariant under SO( 11,3). This shows how supersymmetries with N<=8 in four dimensions have their origin in the same superalgebra in 14D. The solutions provide different bases for the same superalgebra in 4D, and the transformations among bases correspond to various dualities.Extended superalgebras of types A,B,C, heterotic and type-I are all derived as solutions to a BPS equation in 14 dimensions with signature ( 11,3). The BPS equation as well as the solutions are covariant under SO( 11,3). This shows how supersymmetries with N<=8 in four dimensions have their origin in the same superalgebra in 14D. The solutions provide different bases for the same superalgebra in 4D, and the transformations among bases correspond to various dualities.Extended superalgebras of types A , B , C , heterotic and type-I are all derived as solutions to a BPS equation in 14 dimensions with signature (11, 3). The BPS equation as well as the solutions are covariant under SO(11, 3). This shows how supersymmetries with N ⩽ 8 in four dimensions have their origin in the same superalgebra in 14D. The solutions provide different bases for the same superalgebra in 4D, and the transformations among bases correspond to various dualities.hep-th/9704054USC-97-HEP-B2CERN-TH-97-066CERN-TH-97-66CERN-TH-97-066USC-97-HEP-B-2oai:cds.cern.ch:3237441997-04-08
spellingShingle Particle Physics - Theory
Bars, Itzhak
A case for 14 dimensions
title A case for 14 dimensions
title_full A case for 14 dimensions
title_fullStr A case for 14 dimensions
title_full_unstemmed A case for 14 dimensions
title_short A case for 14 dimensions
title_sort case for 14 dimensions
topic Particle Physics - Theory
url https://dx.doi.org/10.1016/S0370-2693(97)00550-9
http://cds.cern.ch/record/323744
work_keys_str_mv AT barsitzhak acasefor14dimensions
AT barsitzhak casefor14dimensions

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