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Even (Odd) Roots and Simple Leibniz Algebras with Lie Factor s2

Keqin Liu

math.RAarXiv:math/0701017

Abstract

We introduce 3-irreducible modules, even roots and odd roots for Leibniz algebras, produce a basis for a root space of a Leibniz algebra with a semisimple Lie factor, and classify finite dimensional simple Leibniz algebras with Lie factor s2.

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