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Kac, Victor
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Advanced
Victor Kac
Victor Gershevich
(
Grigorievich
)
Kac
(; born 19 December 1943) is a Soviet and American mathematician at
MIT
, known for his work in
representation theory
. He co-discovered
Kac–Moody algebra
s, and used the
Weyl–Kac character formula
for them to reprove the
Macdonald identities
. He classified the finite-dimensional simple
Lie superalgebra
s, and found the
Kac determinant formula
for the
Virasoro algebra
. He is also known for the Kac–Weisfeiler conjectures with
Boris Weisfeiler
.
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1
Infinite dimensional Lie algebras
by
Kac
,
Victor
G.
Published 1990
Cambridge University Press
Call Number:
QA252.3
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2
Infinite Dimensional Lie Algebras : An Introduction
by
Kac
,
Victor
G.
Published 1983
Birkhäuser
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3
Quantum Calculus
by
Kac
,
Victor
,
Cheung, Pokman
Published 2002
Springer New York
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4
Infinite Dimensional Groups with Applications
Published 1985
Springer New York
Other Authors:
“
...
Kac
,
Victor
...
”
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5
Lie Groups, Geometry, and Representation Theory : A Tribute to the Life and Work of Bertram Kostant
Published 2018
Birkhäuser
Other Authors:
“
...
Kac
,
Victor
G....
”
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6
Lie Theory and Geometry : In Honor of Bertram Kostant
Published 1994
Birkhäuser
Other Authors:
“
...
Kac
,
Victor
...
”
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7
Symmetries, Differential Equations and Applications : SDEA-III, İstanbul, Turkey, August 2017
Published 2018
Springer International Publishing
Other Authors:
“
...
Kac
,
Victor
G....
”
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