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UID:20260515T002848EDT-6797ApVvve@132.216.98.100
DTSTAMP:20260515T042848Z
DESCRIPTION:(André Aisenstatd Prize) Exploring string vacua through geometr
 ic transitions\n\nLauréat 2021 du prix de mathématiques André-Aisenstadt\n
 	\n	A fundamental problem in string theory is the multitude of distinct geom
 etries which give rise to consistent solutions of the vacuum equations of 
 motion. One possible resolution of this 'vacuum degeneracy' problem is the
  'fantasy' that the moduli space of string vacua is connected through the 
 process of 'geometric transitions'. I will discuss some geometric problems
  associated to this fantasy and their applications.\n\n \n\nTo register: h
 ttp://crm.umontreal.ca/colloque-sciences-mathematiques-quebec/#csmq\n\nWeb
  site : http://crm.umontreal.ca/colloque-sciences-mathematiques-quebec/#cs
 mq\n
DTSTART:20211119T203000Z
DTEND:20211119T213000Z
SUMMARY:Tristan Collins (MIT)
URL:https://www.mcgill.ca/mathstat/channels/event/tristan-collins-mit-33466
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