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VERSION:2.0
PRODID:www.imperial.ac.uk
BEGIN:VEVENT
UID:63875b341fdb1
DTSTART:20221027T133000Z
SEQUENCE:0
TRANSP:OPAQUE
DTEND:20221201T153000Z
URL:https://www.imperial.ac.uk/events/153421/albert-gevorgyan-imperial-2/
LOCATION:United Kingdom
SUMMARY:Albert Gevorgyan (Imperial): Majorana representations of 3-transpos
ition groups
CLASS:PUBLIC
DESCRIPTION:\nThe Monster group M\, is the biggest sporadic simple group\,
with more than 8*10^{53} elements. It is the automorphism group of 196\,88
4-dimensional Fisher-Norton-Griess algebra V_M. In his book\, Ivanov axiom
atized some of the properties of V_M\, and called algebras satisfying to t
hese conditions Majorana algebras. In this talk we will discuss the Majora
na representations of 3-transposition groups. In fact\, we will find group
s from Fischer list\, which admit standard Majorana representations.
X-ALT-DESC;FMTTYPE=text/html:\nThe Monster group M\, is the biggest sporadic si
mple group\, with more than 8*10^{53} elements. It is the automorphism gro
up of 196\,884-dimensional Fisher-Norton-Griess algebra V_M. In his book\,
Ivanov axiomatized some of the properties of V_M\, and called algebras sa
tisfying to these conditions Majorana algebras. In this talk we will discu
ss the Majorana representations of 3-transposition groups. In fact\, we wi
ll find groups from Fischer list\, which admit standard Majorana represent
ations.

DTSTAMP:20221130T133132Z
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