Abstract

In this note, I revisit integrals over $\SU(N)$ of the form $ \int DU\, U_{i_1j_1}\cdots U_{i_pj_p}\Ud_{k_1l_1}\cdots \Ud_{k_nl_n}$. While the case p=np=n is well known, it seems that explicit expressions for p=n+Np=n+N had not appeared in the literature. Similarities and differences, in particular in the large NN limit, between the two cases are discussed

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