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SUMMARY:Ring constructions and generation of the unbounded derived module 
 category - Charley Cummings\, University of Bristol
DTSTART:20191122T150000Z
DTEND:20191122T160000Z
UID:TALK131089@talks.cam.ac.uk
CONTACT:Liam Jolliffe
DESCRIPTION:*Abstract:* In representation theory there is a collection of 
 questions that have remained unsolved for over 30 years\, and which are no
 w known as the 'homological conjectures'.  Recently\, Rickard showed that 
 these conjectures hold for a finite dimensional algebra over a field if it
 s derived module category is generated in a particular way. \n\nIn this ta
 lk I will describe the derived module category of a ring and the generatio
 n property used by Rickard.  I will also discuss examples of algebras sati
 sfying this property that can be found using various ring constructions.
LOCATION:CMS\, MR13
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