报告人: 陈良云教授(东北师范大学)


报告时间：2019年10月11日（周五）下午15:00-16:00


报告地点：维格堂417



报告摘要： In this talk, we focus on Leibniz triple systems. We first study their universal Leibniz envelopes, give some results of solvable and nilpotent Leibniz triple systems, respectively. We then obtain Levi's theorem and some properties of presentations for Leibniz triple systems. Last, we define split Leibniz triple systems and graded Leibniz triple systems. By the connections of roots and graded connections of roots, we obtain a sufficient and necessary condition of a simple split Leibniz triple system, also get a sufficient condition of a graded Leibniz triple system with a trivial annihilator which can be decomposed into the direct sum of its ideals. This talk is a report on joint work with Yan Cao and Yao Ma.

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