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SUMMARY:Generalized Virasoro algebra and left symmetry in geometry and phy
 sics
DTSTART:20141126T163000
DTEND:20141126T173000
DTSTAMP:20260506T084525Z
UID:b8c5da08512ba9ddc5562a1f28ec693ac8f46381dc20066ddfa1fea0
CATEGORIES:Conferences - Seminars
DESCRIPTION:Mahouton Norbert Hounkonnou (University of Abomey-Calavi)\nGeo
 metry and Dynamics SeminarAbstract: After giving a brief introduction on l
 eft symmetric algebras (LSAs)\, we discuss their appearence in generalized
  Virasoro algebra\, which comes from the commutator $[e_p \, e_q] = a e_p 
 \\star e_q - b e_q \\star e_p$\, $(a\, b) \\in {\\mathbb R} \\times {\\mat
 hbb R}^+$\, $(p\, q) \\in {\\mathbb Z}^2$\, in a quasi-associative algebra
 . We also investigate its applications in geometry and physics. 
LOCATION:GR A3 30
STATUS:CONFIRMED
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