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SUMMARY:Temperley-Lieb algebras and diagram algebras - Alison Parker\, Uni
 versity of Leeds
DTSTART:20140129T163000Z
DTEND:20140129T173000Z
UID:TALK50348@talks.cam.ac.uk
CONTACT:David Stewart
DESCRIPTION:The Temperley-Lieb algebra has arisen in many contexts includi
 ng statistical mechanics\, in studying Hecke algebras and knot theory. \n\
 nThe Temperley-Lieb algebra has a natural realisation as a diagram algebra
 \, which lends itself well to various generalisations in many directions. 
 \n\nI will give an overview of the representation theory of the Temperley-
 Lieb algebra and its many connected diagram algebras\, including the blob 
 algebra\, the symplectic blob algebra\, the Brauer algebra and the partiti
 on algebra.  
LOCATION:MR12
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