# Representation algebra

1. Aug 28, 2006

### BuckeyePhysicist

(If the following equations do not display OK, try refreshing it a few times.)

$$3 \otimes 3 &=& \bar 3 \oplus 6, \quad qq,$$

$$3 \otimes \bar 3 &=& 1 \oplus 8, \quad q\bar q, \, \quad q[qq]_{\bar 3},$$

$$\bar 3 \otimes \bar 3 &=& ?, \quad \bar q\bar q,$$

$$3 \otimes 3 \otimes 3 &=& \left( \bar 3 \oplus 6 \right) \otimes 3 = 1 \oplus 8_{\bar 3} \oplus 8_{6} \oplus 10, \quad qqq,$$

$$3 \otimes 6 &=& 8 \oplus 10 \quad q[qq]_{6},$$

$$8 \otimes 8 &=& ? , \quad gg,$$

$$8 \otimes 8 \otimes 8 &=& ?, \quad gg$$

Could somebody help me with the last few unanswered equations?

Last edited: Aug 28, 2006