论文标题
首先山雀构造产生的类型$ f_4 $组的表征
A characterization of groups of type $F_4$ arising from the first Tits construction
论文作者
论文摘要
我们表明，由$ f_4 $（或同等的阿尔伯特代数）组成的代数组由第一山雀构造产生的代数是由其$ g_3 $不变性决定的。
We show that algebraic groups of type $F_4$ (or equivalently Albert algebras) arising from the first Tits construction are determined uniquely by their $g_3$ invariant.
