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- W3100396402 abstract "We study the restricted form of the qaunatized enveloping algebra of an untwisted affine Lie algebra and prove a triangular decomposition for it. In proving the decomposition we prove several new identities in the quantized algebra, one of these show a connection between the quantized algebra and Young diagrams. These identities are all invisible in the non-quantum case of the problem which was considered by Garland in 1978. We then study the finite-dimensional irreducible representations and prove a factorization theorem for such representations." @default.
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- W3100396402 modified "2023-09-23" @default.
- W3100396402 title "Quantum Affine Algebras at Roots of Unity" @default.
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