## Classification of reductive real spherical pairs I: the simple case. (arXiv:1609.00963v2 [math.RT] UPDATED)

This paper gives a classification of all pairs \$(\mathfrak g, \mathfrak h)\$ with \$\mathfrak g\$ a simple real Lie algebra and \$\mathfrak h &lt; \mathfrak g\$ a reductive subalgebra for which there exists a minimal parabolic subalgebra \$\mathfrak p &lt; \mathfrak g\$ such that \$\mathfrak g = \mathfrak h + \mathfrak p\$ as vector sum.查看全文

## Solidot 文章翻译

 你的名字 留空匿名提交 你的Email或网站 用户可以联系你 标题 简单描述 内容 This paper gives a classification of all pairs \$(\mathfrak g, \mathfrak h)\$ with \$\mathfrak g\$ a simple real Lie algebra and \$\mathfrak h < \mathfrak g\$ a reductive subalgebra for which there exists a minimal parabolic subalgebra \$\mathfrak p < \mathfrak g\$ such that \$\mathfrak g = \mathfrak h + \mathfrak p\$ as vector sum.