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SUMMARY:Spaces of long embeddings and iterated loop spaces
DTSTART:20121109T141500
DTEND:20121109T153000
DTSTAMP:20260929T050159Z
UID:630fb9e64066c5fbf161c1c6fd01a9e94d4c9cd57d2a237c9badc52a
CATEGORIES:Conferences - Seminars
DESCRIPTION:Kathryn Hess (EPFL)\n(Joint work with Bill Dwyer) Let K(m\,n) 
 denote the space of long m-knots in Rn\, i.e.\, the space of smooth embedd
 ings of Rm into Rn that agree with a fixed linear embedding outside a comp
 act subspace. Let Bk denote the little k-balls operad.  Modulo a framing 
 adjustment\, the embedding calculus of Goodwillie\, Klein and Weiss leads 
 to an identification of K(m\,n) with the derived mapping space of linear B
 m-bimodule maps from Bm to Bn. Starting from this\, we identify K(m\,n) as
  the (m+1)-fold loop space on the derived mapping space of operad maps fro
 m Bm to Bn.
LOCATION:MA 10
STATUS:CONFIRMED
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