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SUMMARY:Moduli of quiver varieties and relative critical loci
DTSTART:20210413T133000
DTEND:20210413T150000
DTSTAMP:20260924T105629Z
UID:2187204ec9b729c3e56962da26a8caba0291141cbeccf070e7e02897
CATEGORIES:Conferences - Seminars
DESCRIPTION:Tristan Bozec (Université Montpellier)\nIn this talk I will d
 escribe a procedure that leads to the construction of lagrangian subvariet
 ies inside symplectic quiver varieties. We will see how this works on the 
 example of the Hilbert scheme of points in the plane. I will explain what 
 are the underlying algebraic tools\, including Ginzburg dg-algebras and Ca
 labi-Yau structures. This is a joint work with Damien Calaque and Sarah Sc
 herotzke
LOCATION:https://epfl.zoom.us/j/83413323881?pwd=V0ZHRS93RjdZWDVEYmxVUmlOMW
 FMUT09
STATUS:CONFIRMED
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