Compact Exceptional Simple Kantor Triple Systems Defined on Tensor Products of Composition Algebras

Author: Mondoc Daniel  

Publisher: Taylor & Francis Ltd

ISSN: 0092-7872

Source: Communications in Algebra, Vol.35, Iss.11, 2007-11, pp. : 3699-3712

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Abstract

In this article we give the classification of compact exceptional simple Kantor triple systems defined on tensor products of composition algebras A = 1⊗ 2 such that their Kantor algebras L(φ, A) are real forms of exceptional simple Lie algebras.