Defines (n,d)-rectangular cumulants that linearize (n,d)-rectangular convolution in finite free probability and converge to q-rectangular free cumulants as d→∞ with 1+n/d→q.
Asymptotic Formulas for Macdonald Polynomials and the Boundary of the (q,t) -Gelfand-Tsetlin graph
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Cumulants in rectangular finite free probability and beta-deformed singular values
Defines (n,d)-rectangular cumulants that linearize (n,d)-rectangular convolution in finite free probability and converge to q-rectangular free cumulants as d→∞ with 1+n/d→q.