I would like to ask "is there a classification of unitary irreducible representations of $SL(2,Z_n)$ and or $SL(2,Z)$?"
Also, is there a classification of unitary irreducible representations of $SL(3,Z_n)$?
Here $Z_n=Z/nZ$.
I would like to ask "is there a classification of unitary irreducible representations of $SL(2,Z_n)$ and or $SL(2,Z)$?"
Also, is there a classification of unitary irreducible representations of $SL(3,Z_n)$?
Here $Z_n=Z/nZ$.
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