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SUMMARY:Stable (infinity-1)-categories - Alexander Shannon (University of 
 Cambridge)
DTSTART:20100204T170000Z
DTEND:20100204T180000Z
UID:TALK23166@talks.cam.ac.uk
CONTACT:Andreas Holmstrom
DESCRIPTION:Standard constructions in homological/homotopical algebra such
  as cones and suspensions have natural homotopy (co)limit characterisation
 s in the setting of (infinity\,1)-categories (higher categories in which a
 ll the cells above dimension 1 are invertible). Here there is an abstract 
 notion of stability which is related to properties of triangulated structu
 re on the homotopy category\, and which can be seen explicitly in the part
 icular setting of (stable) dg-categories.\n
LOCATION:MR11\, Centre for Mathematical Sciences
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