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 On certain products of algebraic groups over a finite field


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Let G 1,

.,G q be algebraic varieties over a finite field k. We show that, if q 1, the finiteness of the tensor product of G 1,

.,G q as Mackey functors. We apply this to prove the finiteness of a relative Chow group and an abelian fundamental group which classifies abelian coverings with bounded ramification along the boundary.



Author: Toshiro Hiranouchi

Source: https://archive.org/







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