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SUMMARY:Commutative monads\, distributions\, and differential categories  
 - Anders Kock\, Aarhus\, Denmark
DTSTART:20121120T141500Z
DTEND:20121120T151500Z
UID:TALK40755@talks.cam.ac.uk
CONTACT:Julia Goedecke
DESCRIPTION:We describe the relationship between the theory of commutative
  monads on a cartesian closed category\, and distribution theory (in the s
 ense of Schwartz) inside this category. Recent work of Lucyshyn-Wright sho
 ws that there are many commutative monads where the notions agree. - We al
 so indicate how differential categories grow out of suitable commutative m
 onads.\n\nThe only data assumed for the theory presented is: a strong mona
 d on a cartesian closed category. All the rest depend on properties of thi
 s monad\, not on any further structural data. 
LOCATION:MR5\, Centre for Mathematical Sciences
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