论文标题
三维谎言代数代数的理性等效性
Rational equivalence for enveloping algebras of three-dimensional Lie algebras
论文作者
论文摘要
我们从合理等价的角度研究了维度3的谎言代数代数的代数，其衍生的Lie子代数为维度2，在任意特征的代数封闭基础场上。
We study from the point of view of rational equivalence the enveloping algebras of Lie algebras of dimension 3 whose derived Lie subalgebra is of dimension 2, over an algebraically closed base field in arbitrary characteristics.
