论文标题
简单的leibniz代数上的双模型类别的ext组
Ext groups in the category of bimodules over a simple Leibniz algebra
论文作者
论文摘要
在本文中，我们将Loday和Pirashvili的[10]对Leibniz Bimodules的延伸类别进行了简单（非Lie）Leibniz代数的情况。大多数论点都很容易概括，而主要的新成分是Feldvoss-Wagemann的共同体学消失了半简单的Leibniz代数定理。
In this article, we generalize Loday and Pirashvili's [10] computation of the Ext-category of Leibniz bimodules for a simple Lie algebra to the case of a simple (non Lie) Leibniz algebra. Most of the arguments generalize easily, while the main new ingredient is the Feldvoss-Wagemann's cohomology vanishing theorem for semi-simple Leibniz algebras.
