Studies in the field theory - quantum gravity correspondence
Master of Science - Science === The giant graviton part of the AdS/CFT dictionary is expanded from consideration of N = 4 super Yang-Mills theory with U(N) gauge group to the case of an SU(N) gauge group. Candidate duals to giant gravitons for the U(N) case were found by Corley, Jevicki and Ramgoo...
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ndltd-netd.ac.za-oai-union.ndltd.org-wits-oai-wiredspace.wits.ac.za-10539-1922019-05-11T03:40:33Z Studies in the field theory - quantum gravity correspondence Gwyn, Rhiannon field theory quantum gravity Master of Science - Science The giant graviton part of the AdS/CFT dictionary is expanded from consideration of N = 4 super Yang-Mills theory with U(N) gauge group to the case of an SU(N) gauge group. Candidate duals to giant gravitons for the U(N) case were found by Corley, Jevicki and Ramgoolam [4] to be Schur polynomials of the Lie algebra. In this dissertation, computational generalisation of the U(N) result is achieved, and a set of linearly independent operators in one-to-one correspondence with the half-BPS representations of the SU(N) gauge theory given. These tools allow the rst elucidation of bulk and boundary degrees of freedom via the dual eld theory, exploiting the usefulness of giant gravitons as probes of the geometry. 2006-02-14T13:28:13Z 2006-02-14T13:28:13Z 2006-02-14 Thesis http://hdl.handle.net/10539/192 en 592057 bytes application/pdf application/pdf |
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en |
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field theory quantum gravity |
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field theory quantum gravity Gwyn, Rhiannon Studies in the field theory - quantum gravity correspondence |
description |
Master of Science - Science === The giant graviton part of the AdS/CFT dictionary is expanded from consideration
of N = 4 super Yang-Mills theory with U(N) gauge group to the case of an SU(N) gauge group. Candidate duals to giant gravitons for the U(N) case were found by Corley, Jevicki and Ramgoolam [4] to be Schur polynomials of the Lie algebra. In this dissertation, computational generalisation of the U(N) result is achieved, and a set of linearly independent operators in one-to-one correspondence with the half-BPS representations of the SU(N) gauge theory given.
These tools allow the rst elucidation of bulk and boundary degrees of freedom via the dual eld theory, exploiting the usefulness of giant gravitons as probes of the geometry. |
author |
Gwyn, Rhiannon |
author_facet |
Gwyn, Rhiannon |
author_sort |
Gwyn, Rhiannon |
title |
Studies in the field theory - quantum gravity correspondence |
title_short |
Studies in the field theory - quantum gravity correspondence |
title_full |
Studies in the field theory - quantum gravity correspondence |
title_fullStr |
Studies in the field theory - quantum gravity correspondence |
title_full_unstemmed |
Studies in the field theory - quantum gravity correspondence |
title_sort |
studies in the field theory - quantum gravity correspondence |
publishDate |
2006 |
url |
http://hdl.handle.net/10539/192 |
work_keys_str_mv |
AT gwynrhiannon studiesinthefieldtheoryquantumgravitycorrespondence |
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1719081838973026304 |