Higher-order derivative moments of CUE characteristic polynomials are expressed as contingency-table sums or Kostka-determinant sums, and these match zeta-function derivative moments under the Lindelöf hypothesis.
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Higher order derivative moments of CUE characteristic polynomials and the Riemann zeta function
Higher-order derivative moments of CUE characteristic polynomials are expressed as contingency-table sums or Kostka-determinant sums, and these match zeta-function derivative moments under the Lindelöf hypothesis.