SYK models with partial interactions converge to mixed q-Gaussian laws that realize asymptotic ε-freeness through an isomorphism with graph products of diffusive abelian algebras.
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Limit joint distributions of SYK Models with partial interactions, Mixed q-Gaussian Models and Asymptotic $\varepsilon$-freeness
SYK models with partial interactions converge to mixed q-Gaussian laws that realize asymptotic ε-freeness through an isomorphism with graph products of diffusive abelian algebras.