Universal imbedding of a Hom-Lie Triple System. arXiv:1709.08714

Preprint, arXiv:1709.08714 [math.RA] (2017).
Summary: In this article we will build a universal imbedding of a regular Hom- Lie triple system into a Lie algebra and show that the category of regular Hom-Lie triple systems is equivalent to a full subcategory of pairs of \(\mathbb{Z}/2\mathbb{Z}\)- graded Lie algebras and Lie algebra automorphism, then finally give some characterizations of this subcategory.
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