Abstract
The relationship between the phenomenon of species doubling on the lattice and the Abelian anomaly is generalized to the case of the non-Abelian anomaly. It is shown that each species individually gives the correct consistent anomaly. In total, however, the anomaly is canceled by opposite-handed species. It is thus demonstrated that a wide class of lattice fermions can reproduce the non-Abelian anomaly by decoupling the doublers.
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