alexa Abstract | Lie Triple Derivations of the Lie Algebra of Strictly Block Upper Triangular Matrices
ISSN: 1736-4337

Journal of Generalized Lie Theory and Applications
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Research Article Open Access

Abstract

Let  be the Lie algebra of all n × n strictly block upper triangular matrices over a field . In this paper, we explicitly describe all Lie triple derivations of  when char()≠2.

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Author(s): Ghimire P

Keywords

Lie triple derivation, Triangular matrix, Lie algebra, Algebra, Combinatorics, Deformations Theory, Geometry, Harmonic Analysis, Homological Algebra, Homotopical Algebra, Latin Squares, Lie Theory, Lie Triple Systems, Loop Algebra, Operad Theory, Quantum Group, Quasi-Group, Representation theory, Super Algebras, Lie Superalgebra, Symmetric Spaces, Topologies, Lie Algebra

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