Supersymmetry and dual string solitons

We present new classes of string-like soliton solutions in (N=1; D=10) (N=2; D=6) and (N=4; D=4) heterotic string theory. Connections are made between the solution-generating subgroup of the T-duality group of the compactification and the number of spacetime supersymmetries broken. Analogous solutio...

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Detalles Bibliográficos
Autores principales: Duff, M.J., Ferrara, Sergio, Khuri, Ramzi R., Rahmfeld, Joachim
Lenguaje:eng
Publicado: 1995
Materias:
Particle Physics - Theory
Acceso en línea:https://dx.doi.org/10.1016/0370-2693(95)00838-C
http://cds.cern.ch/record/283009
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author Duff, M.J.
Ferrara, Sergio
Khuri, Ramzi R.
Rahmfeld, Joachim
author_facet Duff, M.J.
Ferrara, Sergio
Khuri, Ramzi R.
Rahmfeld, Joachim
author_sort Duff, M.J.
collection CERN
description We present new classes of string-like soliton solutions in (N=1; D=10) (N=2; D=6) and (N=4; D=4) heterotic string theory. Connections are made between the solution-generating subgroup of the T-duality group of the compactification and the number of spacetime supersymmetries broken. Analogous solutions are also noted in (N=1,2; D=4) compactifications, where a different form of supersymmetry breaking arises.
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institution Organización Europea para la Investigación Nuclear
language eng
publishDate 1995
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spelling cern-2830092023-03-14T19:28:16Zdoi:10.1016/0370-2693(95)00838-Chttp://cds.cern.ch/record/283009engDuff, M.J.Ferrara, SergioKhuri, Ramzi R.Rahmfeld, JoachimSupersymmetry and dual string solitonsParticle Physics - TheoryWe present new classes of string-like soliton solutions in (N=1; D=10) (N=2; D=6) and (N=4; D=4) heterotic string theory. Connections are made between the solution-generating subgroup of the T-duality group of the compactification and the number of spacetime supersymmetries broken. Analogous solutions are also noted in (N=1,2; D=4) compactifications, where a different form of supersymmetry breaking arises.We present new classes of string-like soliton solutions in ($N=1$; $D=10$), ($N=2$; $D=6$) and ($N=4$; $D=4$) heterotic string theory. Connections are made between the solution-generating subgroup of the $T$-duality group of the compactification and the number of spacetime supersymmetries broken. Analogous solutions are also noted in ($N=1,2$; $D=4$) compactifications, where a different form of supersymmetry breaking arises.We present new classes of string-like soliton solutions in ( N = 1; D = 10), ( N = 2; D = 6) and ( N = 4; D = 4) heterotic string theory. Connections are made between the solution-generating subgroup of the T -duality group of the compactification and the number of spacetime supersymmetries broken. Analogous solutions are also noted in ( N = 1,2; D = 4) compactifications, where a different form of supersymmetry breaking arises.hep-th/9506057CTP-TAMU-50-94CERN-TH-95-122UCLA-95-TEP-15MCGILL-95-23NI-94-035CERN-TH-95-122CTP-TAMU-94-50MCGILL-95-23NI-94-035UCLA-95-TEP-15oai:cds.cern.ch:2830091995-06-08
spellingShingle Particle Physics - Theory
Duff, M.J.
Ferrara, Sergio
Khuri, Ramzi R.
Rahmfeld, Joachim
Supersymmetry and dual string solitons
title Supersymmetry and dual string solitons
title_full Supersymmetry and dual string solitons
title_fullStr Supersymmetry and dual string solitons
title_full_unstemmed Supersymmetry and dual string solitons
title_short Supersymmetry and dual string solitons
title_sort supersymmetry and dual string solitons
topic Particle Physics - Theory
url https://dx.doi.org/10.1016/0370-2693(95)00838-C
http://cds.cern.ch/record/283009
work_keys_str_mv AT duffmj supersymmetryanddualstringsolitons
AT ferrarasergio supersymmetryanddualstringsolitons
AT khuriramzir supersymmetryanddualstringsolitons
AT rahmfeldjoachim supersymmetryanddualstringsolitons

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