论文标题
内部理想的代数和球形建筑
Inner ideals in Lie algebras and spherical buildings
论文作者
论文摘要
Faulkner在一个简单代数群体的Lie代数的内部理想和与代数群相关的长根组上的阴影中发现的对应关系显示出更大的通用性（尤其是在与两个不同的特征领域不同）。
The correspondence found by Faulkner between inner ideals of the Lie algebra of a simple algebraic group and shadows on long root groups of the building associated with the algebraic group is shown to hold in greater generality (in particular, over perfect fields of characteristic distinct from two).
