Breadcrumbs Section. Click here to navigate to respective pages.
Chapter
![It suffices to check (by induction on that any element tn It suffices to check (by induction on that any element tn](https://images.tandf.co.uk/common/jackets/crclarge/978042918/9780429181566.jpg)
Chapter
It suffices to check (by induction on that any element tn
DOI link for It suffices to check (by induction on that any element tn
It suffices to check (by induction on that any element tn
of belongs to ;£. 0 Any affine Kac-Moody algebra of type (see Table I) The multiplicity of any isotropic root of is equal to N. of the type A,, Dx, or E(see Table 2). The Dynkin diagrams of these Lie algebras possess remarkable symmetry under the following transformations: I-2); the action of p, order of p (k 2 or 3), and exp( -2i1r1)x} One can then form the Lie algebra = @ Cd of C[t, byE;, F;, i N, the Chevalley generators of and let H; [E;, F;]. Introduce
Edition 1st Edition
First Published 1993
Imprint CRC Press
Pages 2
eBook ISBN 9780429181566
ABSTRACT