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SUMMARY:Re-classifying Homogeneous Functors and Layers of Partial Towers
DTSTART:20151201T101500
DTEND:20151201T113000
DTSTAMP:20261002T033652Z
UID:0b8e855485cf172b1c11d8b39014fcc988341ef92575c964b04261d0
CATEGORIES:Conferences - Seminars
DESCRIPTION:Rosona Eldred\n(Universität Münster)\nGoodwillie's homotopy 
 functor calculus associates to a functor F a tower (inverse limit system) 
 of n-polynomial approximations\, P_nF. These approximations are built out 
 of iterated finite limit constructions. These assemble\, for each iteratio
 n\, to a tower which\, under some constraints\, has the same limit as the 
 Taylor tower of F. I will talk about the homotopy fibers of these towers w
 hich give us another classification of n-homogenous functors as well as im
 plications when F is not homogeneous.
LOCATION:CM113
STATUS:CONFIRMED
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