For beta=L^2 even, correlation functions of beta-ensembles are expressed as Vandermonde times hyperpfaffians of Wronskian-built L-vectors.
Coefficients of Wronskian Hermite polynomials
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Hyperpfaffian Correlations for Beta-Ensembles: Beta an Even Square Integer
For beta=L^2 even, correlation functions of beta-ensembles are expressed as Vandermonde times hyperpfaffians of Wronskian-built L-vectors.