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In Kottwitz's 1985 Compositio paper, Isocrystals with additional structure www.numdam.org/item/CM_1985__56_2_201_0Isocrystals with additional structure

 , first page, paragraph 4: Let D be the diagonalizable pro-algebraic group over Q_p with character group Q

Let $\mathbb{D}$ be the diagonalizable pro-algebraic group over $\mathbb{Q}_p$ with character group $\mathbb{Q}$

What is this D$\mathbb{D}$?... I completely have no idea (and it is used repeatedly in the paper)... Where can I find a more detailed definition?

Thank you!

In Kottwitz's 1985 Compositio paper, Isocrystals with additional structure www.numdam.org/item/CM_1985__56_2_201_0

  first page, paragraph 4: Let D be the diagonalizable pro-algebraic group over Q_p with character group Q

What is this D?... I completely have no idea (and it is used repeatedly in the paper)... Where can I find more detailed definition?

Thank you!

In Kottwitz's 1985 Compositio paper, Isocrystals with additional structure, first page, paragraph 4:

Let $\mathbb{D}$ be the diagonalizable pro-algebraic group over $\mathbb{Q}_p$ with character group $\mathbb{Q}$

What is this $\mathbb{D}$?... I completely have no idea (and it is used repeatedly in the paper)... Where can I find a more detailed definition?

Thank you!

Source Link

Diagonalizable pro-algebraic group in Kottwitz's 1985 Compositio paper

In Kottwitz's 1985 Compositio paper, Isocrystals with additional structure www.numdam.org/item/CM_1985__56_2_201_0

first page, paragraph 4: Let D be the diagonalizable pro-algebraic group over Q_p with character group Q

What is this D?... I completely have no idea (and it is used repeatedly in the paper)... Where can I find more detailed definition?

Thank you!