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Generalized Kac–Moody algebra (view )
searching for Kac–Moody algebra 5 found (132 total)
alternate case: kac–Moody algebra
Affine Lie algebra
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Given an affine Lie algebra, one can also form the associated affine Kac -Moody algebra , as described below. From a purely mathematical point of view, affine
N = 2 superconformal algebra
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and super Virasoro algebra. Given a representation of the affine Kac –Moody algebra of SU(2) at level ℓ{\displaystyle \ell } with basis En,Fn,Hn{\displaystyle
Knizhnik–Zamolodchikov equations
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mathematicians by Kac (1997). The vacuum representation H0 of an affine Kac –Moody algebra at a fixed level can be encoded in a vertex algebra. The derivation
Edward Frenkel
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described the center of the universal enveloping algebra of an affine Kac –Moody algebra , sometimes called the Feigin–Frenkel center. The last result, often
Oscillator representation
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the representations of the Lie algebras, in this case the affine Kac –Moody algebra and the Virasoro algebra, was already known to physicists, through