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Start Over Author "Tan, Shaobin" Journal communications in algebra
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6. Automorphism Group of q-Quantum Torus Lie Algebra with q a Root of Unity.

Author

Zeng, Bo and Tan, Shaobin

Subjects
*AUTOMORPHISMS, *TORUS, *LIE algebras, *DIVISION rings, *POLYNOMIALS
Abstract

Let Derskew(q) be the skew derivation algebra of the quantum torus [image omitted] with q ≠ 1 a pth primitive root of unity. In this article, we investigate the automorphism group of the derived Lie subalgebra of the infinite dimensional Lie algebra [image omitted]. The result of the article generalizes those obtained in Xue et al. (2006) and Zheng and Tan (2007) with q = 1 or q being generic. [ABSTRACT FROM AUTHOR]

Published
2008
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