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SUMMARY:Non-commutative spaces and quantization
DTSTART:20230207T170000
DTEND:20230207T180000
DTSTAMP:20260406T111614Z
UID:a7b5ec6d3ca9f648e39458720d87c1c3dd39cacd2ad3ba0192b53b0e
CATEGORIES:Conferences - Seminars
DESCRIPTION:Laurent Côté\, Harvard University\nSeminar in Mathematics\nA
 bstract: Triangulated categories are certain algebraic structures which we
 re first defined in the 1960s independently by Puppe and Verdier. They hav
 e the virtue of appearing naturally in many areas of mathematics\, includi
 ng in  symplectic geometry\, algebraic geometry\, and representation the
 ory. The general perspective of non-commutative geometry proposes to view 
 triangulated categories (or better\, their homotopy-coherent enhancements)
  as ''noncommutative spaces".  I will discuss some aspects of this perspe
 ctive\, illustrating it by various examples drawn from my own research.\n
  
LOCATION:https://epfl.zoom.us/j/67238605027
STATUS:CONFIRMED
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