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UID:20260427T211325EDT-1847cJVH2g@132.216.98.100
DTSTAMP:20260428T011325Z
DESCRIPTION:Title: Combinatorial aspects of cluster scattering diagrams\n\n
 Abstract: While scattering diagrams originated from mirror symmetry in phy
 sics\, they have since become fundamental to understanding positivity phen
 omena in cluster algebras. We'll discuss many properties of cluster scatte
 ring diagrams in rank 2\, including recent connections to tight gradings o
 n Dyck paths and to quiver representations. Based on joint works with Kyun
 gyong Lee\, Lang Mou\, Gregg Musiker\, and Markus Reineke.\n\nLocation: PK
 -5675 - Président-Kennedy Building\, UQAM\n
DTSTART:20260318T170000Z
DTEND:20260318T180000Z
SUMMARY:Amanda Burcroff (MIT)
URL:/mathstat/channels/event/amanda-burcroff-mit-37197
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