论文标题
在Riedtmann的Lie代数上
On Riedtmann's Lie algebra of the gentle one-cycle algebra $Λ(n-1,1,1)$
论文作者
论文摘要
Riedtmann's Lie代数的扩展版本是计算柔和的单周期代数$λ（n-1,1,1）$的扩展版本，并显示出通过类型$ \ Mathbf {Bc} _n $的根系的积极根源的积极根源来接受cartan分解。
An extended version of Riedtmann's Lie algebra of the gentle one-cycle algebra $Λ(n-1,1,1)$ is computed and is shown to admit a Cartan decomposition by the positive roots of the root system of type $\mathbf{BC}_n$.
