Flipped Su(5)

$U(1)/\backslash mathbb\{Z\}\_5$

$SU(2)\backslash times\; U(1)/\backslash mathbb\{Z\}\_6$

$\backslash bar\{5\}\_3\backslash rightarrow\; (\backslash bar\{3\},1)\_\{-\backslash frac\{2\}\{3\}\}\backslash oplus\; (1,2)\_\{-\backslash frac\{1\}\{2\}\}$, $10\_\{-1\}\backslash rightarrow\; (3,2)\_\{\backslash frac\{1\}\{6\}\}\backslash oplus\; (\backslash bar\{3\},1)\_\{\backslash frac\{1\}\{3\}\}\backslash oplus\; (1,1)\_0$, $1\_\{-5\}\backslash rightarrow\; (1,1)\_1$, $24\_0\backslash rightarrow\; (8,1)\_0\backslash oplus\; (1,3)\_0\backslash oplus\; (1,1)\_0\backslash oplus\; (3,2)\_\{\backslash frac\{5\}\{6\}\}\backslash oplus\; (\backslash bar\{3\},2)\_\{-\backslash frac\{5\}\{6\}\}$. See restricted representation.

$\backslash pi\_2\backslash left(\backslash frac\{U(1)/\backslash mathbb\{Z\}\_5\}\{SU(2)\backslash times\; U(1)/\backslash mathbb\{Z\}\_6\}\backslash right)=0$

This theory was invented by ???.

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