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We argue that the best way to determine horizontal symmetry is from neutrino mixing, and proceed to show that the only finite group capable of yielding the tri-bimaximal mixing for all Yukawa couplings is $S_4$, or any group containing it.
G.A. Miller, H.F. Blichfeldt, and L.E. Dickson, ‘Theory and applications of finite groups’, John Wiley and Sons, 1916; H.F. Blichfeldt, ‘Finite collineation groups’, University of Chicago Press, 1917
1917
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Earlier work this paper cites.
E. Ma, hep-ph/0606039, Pramana 67 (2006) 803
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E. Ma, hep-ph/0508231, Phys. Lett. B632 (2006) 352
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C.S. Lam, hep-ph/0104116, Phys. Lett. B507 (2001) 214; hep-ph/0606220, Phys. Lett. B640 (2006) 260
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C.S. Lam, to be published
Cited in the paper.
The group 3 . S 4 3.S_{4} was denoted in Ref. [ 4 ] as H ( 12 , 3 ) H(12,3) and its order was mistaken to be 216. Moreover, the group H ( 6 , 3 ) H(6,3) was mistaken to have an order of 54; its actual order is 18
Cited in the paper.
C.S. Lam, arXiv:0708.3665, Phys. Lett. B656 (2007) 193
2007
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