Singlets in the tensor product of an arbitrary number of Adjoint representations of SU(3)

Published 23 Jan 2020 in math.RT, hep-ph, hep-th, and math.GR | (2001.10826v1)

Abstract: We propose a set of 4 recurrence relations whose linear combination gives the number of group invariants, equivalently the dimension of the invariant subspace, in the tensor product of an arbitrary number of adjoint representations of the SU(3) Lie Group.

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