Stack Exchange network consists of 183 Q&A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.
Let $F$ be a number field, $G$ an $F$-simple affine algebraic group.
Then is the Weil restriction $Res_{F/\mathbb{Q}} G$$\operatorname{Res}_{F/\mathbb{Q}} G$$\mathbb{Q}$-simple?
I couldn’t find any references.
Thank you.
Let $F$ be a number field, $G$ an $F$-simple affine algebraic group.
Then is the Weil restriction $Res_{F/\mathbb{Q}} G$$\mathbb{Q}$-simple?
I couldn’t find any references.
Thank you.
Let $F$ be a number field, $G$ an $F$-simple affine algebraic group.
Then is the Weil restriction $\operatorname{Res}_{F/\mathbb{Q}} G$$\mathbb{Q}$-simple?
I couldn’t find any references.
Let $F$ be a number field, $G$ an $F$-simple affine algebraic group.
Then is the Weil restriction $Res_{F/\mathbb{Q}} G$$\mathbb{Q}$-simple?
I couldn’t find any references.
