论文标题
关于相对自由的谎言代数的自由定理与关系
The theorems on freedom for relatively free Lie algebras with a relations
论文作者
论文摘要
在本文中，我们证明了具有单个关系的相对自由谎言代数的自由定理（类似于Shirshov的众所周知的结果）和广义的Freiheitssatz，用于相对游离的谎言代数（类似于Kharlampovich的众所周知的结果）。
In this paper we prove the theorem on freedom for relatively free Lie algebras with a single relation (analogous with the well-known result of Shirshov) and a generalized Freiheitssatz for relatively free Lie algebras (analogous with the well-known result of Kharlampovich).
