On G-strucures in gauge/string duality

We study how G-structures can be used in the framework of gauge/string duality. The reason why such concept is so powerful is that C-structures are a very natural way of describing supersymmetry in a geometric setting. We investigate more specifically two different points. First, we are interested i...

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Main Author: Gaillard, Jerome
Published: Swansea University 2011
Online Access:https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.752259
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spelling ndltd-bl.uk-oai-ethos.bl.uk-7522592018-10-09T03:22:41ZOn G-strucures in gauge/string dualityGaillard, Jerome2011We study how G-structures can be used in the framework of gauge/string duality. The reason why such concept is so powerful is that C-structures are a very natural way of describing supersymmetry in a geometric setting. We investigate more specifically two different points. First, we are interested in how G'-structures can help with constructing and understanding supergravity backgrounds with sources that can be interpreted as flavours in the dual field theory. In particular, we show that the smearing procedure, for flavouring a background, is expressed more clearly when described in terms of G-structures. We discuss this problem in general terms, before applying the newly developed techniques to several examples, some already known and some new. We see that the way one adds and distributes branes in a supersymmetric background is strongly constrained by the preservation of supersymmetry. We then also look at how one can develop solution-generating techniques from Cr-structures, that derive complex solutions out of simple ones, by tinning on new fluxes. We specialise to the two cases of SU(3) and G2-structures. In both examples, we use the solution-generating methods on known solutions to create new, previously unknown solutions. We show that those techniques can be applied to flavoured as well as unflavoured backgrounds.Swansea University https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.752259https://cronfa.swan.ac.uk/Record/cronfa42569Electronic Thesis or Dissertation
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sources NDLTD
description We study how G-structures can be used in the framework of gauge/string duality. The reason why such concept is so powerful is that C-structures are a very natural way of describing supersymmetry in a geometric setting. We investigate more specifically two different points. First, we are interested in how G'-structures can help with constructing and understanding supergravity backgrounds with sources that can be interpreted as flavours in the dual field theory. In particular, we show that the smearing procedure, for flavouring a background, is expressed more clearly when described in terms of G-structures. We discuss this problem in general terms, before applying the newly developed techniques to several examples, some already known and some new. We see that the way one adds and distributes branes in a supersymmetric background is strongly constrained by the preservation of supersymmetry. We then also look at how one can develop solution-generating techniques from Cr-structures, that derive complex solutions out of simple ones, by tinning on new fluxes. We specialise to the two cases of SU(3) and G2-structures. In both examples, we use the solution-generating methods on known solutions to create new, previously unknown solutions. We show that those techniques can be applied to flavoured as well as unflavoured backgrounds.
author Gaillard, Jerome
spellingShingle Gaillard, Jerome
On G-strucures in gauge/string duality
author_facet Gaillard, Jerome
author_sort Gaillard, Jerome
title On G-strucures in gauge/string duality
title_short On G-strucures in gauge/string duality
title_full On G-strucures in gauge/string duality
title_fullStr On G-strucures in gauge/string duality
title_full_unstemmed On G-strucures in gauge/string duality
title_sort on g-strucures in gauge/string duality
publisher Swansea University
publishDate 2011
url https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.752259
work_keys_str_mv AT gaillardjerome ongstrucuresingaugestringduality
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