可约Jordan代数和Freudenthal三元系的显式轨道分类
Explicit Orbit Classification of Reducible Jordan Algebras and Freudenthal Triple Systems
摘要：
我们确定了可约Jordan代数及其相应的Freudenthal三元系的显式轨道代表。这项工作有直接的应用到分类的极端黑洞解决方案的N = 2，4局部超对称引力理论耦合到任意数量的阿贝尔向量多重D = 4，5时空维。
英文摘要：
We determine explicit orbit representatives of reducible Jordan algebras and of their corresponding Freudenthal triple systems. This work has direct application to the classification of extremal black hole solutions of N = 2, 4 locally supersymmetric theories of gravity coupled to an arbitrary number of Abelian vector multiplets in D = 4, 5 space-time dimensions.
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