Real Grassmannian integration yields new two-parameter (b,t) deformations of monotone Hurwitz numbers with Virasoro constraints and connections to Jack functions.
Relating ordinary and fully simple maps via monotone Hurwitz numbers
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From Weingarten calculus for real Grassmannians to deformations of monotone Hurwitz numbers and Jucys-Murphy elements
Real Grassmannian integration yields new two-parameter (b,t) deformations of monotone Hurwitz numbers with Virasoro constraints and connections to Jack functions.