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UID:20260601T025825EDT-4063CpNdO5@132.216.98.100
DTSTAMP:20260601T065825Z
DESCRIPTION:John HARNAD\, Université Concordia et CRM\n\nSeminar Physique M
 athématique\n	CRM\, UdeM\, Pavillon André-Aisenstadt\, 2920\, ch. de la Tou
 r\, salle 4336\n\nThe fermionic construction of $tau$-functions of the KP 
 hierarchy is extended to the construction of bases adapted to the choice o
 f the element W of the infinite Grassmannian corresponding to the initial 
 conditions of the KP flows\, as well as to the multi-pair and multicurrent
  correlators. The latter serve as alternative generating functions for the
  enumerative invariants associated to particular choices of W\, with their
  genus expansion coefficients satisfying the topological recursion relatio
 ns. The choice of W that gives rise to generating functions for infinite p
 arametric families of weighted Hurwitz numbers corresponds to $ au$-functi
 ons of hypergeometric type. The Kac-Schwarz operators leaving the subspace
  W invariant are shown to lead to the associated quantum spectral curve.\n
DTSTART:20170912T193000Z
DTEND:20170912T203000Z
SUMMARY:John HARNAD\, Université Concordia et CRM
URL:/mathstat/channels/event/john-harnad-universite-co
 ncordia-et-crm-270171
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