Reducing the Number of Candidates to Standard Model in the $Z$(3) Orbifold - INSPIRE

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Reducing the Number of Candidates to Standard Model in the $Z$ (3) Orbifold

J.A. Casas
(
- Santiago de Compostela U.
)
,
M. Mondragon
(
- Oxford U.
)
,
C. Munoz
(
- Oxford U.
)

Feb, 1989

8 pages

Published in:

Phys.Lett.B 230 (1989) 63-70

Published: Oct 26, 1989

DOI:

10.1016/0370-2693(89)91654-7

Report number:

OUTP-89-13-P

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Abstract: (Elsevier)

Analyzing the observable sector of the Z 3 orbifold with two Wilson lines, the only 9 inequivalent models which are candidates to standard model are obtained. The drastic reduction of the ∼50 000 models which in principle can be constructed, is carried out using the fact that models related through a certain number of operations (Weyl reflections and others that are describe in the text) are equivalent. This result is encouraging since it can allow a systematic analysis of the phenomenological prospects of the Z 3 orbifold. This is a general formalism to reduce the number of interesting models and therefore it can be applied to any Z N orbifold.

FIELD THEORY: ORBIFOLD
SYMMETRY: Z(3)
MODEL: STRING
GAUGE FIELD THEORY: SU(3) X SU(2) X U(1)**5
GROUP THEORY

References(30)

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