Structure of the Lie algebras related to those of block

2003/04/05 by Yucai Su, Jianhua Zhou
Mathematics · #math.QA

paper · pdf

published as Comm. Alg. 30 (2002), 3205-3226 · 16 pages, latex

arxiv created 2003/04/05 · arxiv updated 2009/11/30

Abstract

We determine the isomorphism classes of the first family of infinite dimensional simple Lie algebras recently introduced by Xu. The structure space of these algebras is given explicitly. The derivations of these algebras are also determined.

Related

• Derivations and structure of the Lie algebras of Xu type
• Generalizations of the Block algebras
• Structure of a new class of non-graded infinite dimensional simple Lie algebras
• Structure of a class of Lie algebras of Block type
• The derivations, central extensions and automorphism group of the Lie algebra W