In this paper https://inspirehep.net/literature/152400, in eq.(3.4), it claims that

the MAC (most attractive channel) in $SU(4)$ gauge theory will attract

fermions in $[1]_4$


fermions in $[3]_4$

to form a bonus state: a Dirac fermion.

question 1 --- It looks that $[1]_4$ and $[3]_4$ both have fermionic statistics, would the bound states should be bosonic statistics? (Is there a mistake?)

about the composite fermion,

I was wondering whether the

question 2 --- $$[1]_4 [3]_4 \sim [1]_4 \times [3]_4\sim [4]_4$$ should be a boson, rather than a Dirac fermion as a spacetime spinor?

question 3 --- $$[0]_4 [1]_4 [3]_4 \sim [0]_4 \times [1]_4 \times [3]_4 \sim [0]_4 [4]_4$$ should be a Weyl fermion as a spacetime spinor?

enter image description here



Your Answer

By clicking “Post Your Answer”, you agree to our terms of service, privacy policy and cookie policy

Browse other questions tagged or ask your own question.