BEGIN:VCALENDAR
VERSION:2.0
PRODID:-//NextToU//EN
CALSCALE:GREGORIAN
BEGIN:VEVENT
UID:329f8522-2b1e-415a-b664-4efb659d408d@nexttoyou
DTSTAMP:20261105T153541Z
DTSTART:20261106T183000Z
DTEND:20261106T192000Z
SUMMARY:Topology seminar: Delooping of embedding spaces in terms of bimodu
 le maps II
LOCATION:Cardwell Hall 146
DESCRIPTION:Speaker: Victor Turchin (KSU)\n\nAbstract: This is the second 
 and last talk on this subject. In the first talk\, the notion of operad a
 s a monoidal object was defined. Operads of little cubes\, little discs a
 nd framed discs were introduced. Also\, it was explained that the collect
 ion of embedding spaces of finite unions of discs in a manifold forms a r
 ight module over the framed discs operad. In this talk\, the main result 
 of embedding calculus will be stated in terms of derived mapping space of
  right modules. I will then speak about the May-Boardman-Vogt delooping t
 heorem. At the end\, I will state the delooping theorem for the spaces of
  embeddings MxD^\\ell --> NxD^\\ell fixed on Mx\\partal D^\\ell in terms 
 of the derived mapping space of operatic bimodules. The result is an easy
  consequence of a joint work of the speaker and J. Ducoulombier.\n\nThe t
 alks serve as advertisement of the Topics in Topology class with tentativ
 e title "Functor calculus\, operads and delooping" that is planned to be 
 offered in Fall 2027.\n\nhttp://next-to-u.app/events/329f8522-2b1e-415a-b
 664-4efb659d408d
URL:http://next-to-u.app/events/329f8522-2b1e-415a-b664-4efb659d408d
END:VEVENT
END:VCALENDAR