The flavour problem and family symmetry
The flavour problem and family symmetry
We show how two different family symmetries can be used to address the flavour problem in SO(10)-like models. The first is based on a gauged U(1)_F, whose problems disappear in the context of a type I string model embedding. The second is based on SU(3)_F, the maximal family group consistent with SO(10); in this case the family symmetry is more constraining, so we merely look at it in the context of a supersymmetric field theory.
1-9
King, S.F.
f8c616b7-0336-4046-a943-700af83a1538
Peddie, I.N.R
1a375cc5-9990-46d0-85c2-fbca03b570bf
22 September 2003
King, S.F.
f8c616b7-0336-4046-a943-700af83a1538
Peddie, I.N.R
1a375cc5-9990-46d0-85c2-fbca03b570bf
King, S.F. and Peddie, I.N.R
(2003)
The flavour problem and family symmetry.
Pre-print, .
Abstract
We show how two different family symmetries can be used to address the flavour problem in SO(10)-like models. The first is based on a gauged U(1)_F, whose problems disappear in the context of a type I string model embedding. The second is based on SU(3)_F, the maximal family group consistent with SO(10); in this case the family symmetry is more constraining, so we merely look at it in the context of a supersymmetric field theory.
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Published date: 22 September 2003
Additional Information:
arXiv:hep-ph/0309237v2
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Local EPrints ID: 57383
URI: http://eprints.soton.ac.uk/id/eprint/57383
PURE UUID: 1ea64b19-e19b-40c3-b7a2-cc0f66f7e88b
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Date deposited: 15 Aug 2008
Last modified: 27 Apr 2022 12:17
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Author:
I.N.R Peddie
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