Tame Galois Realizations of GS p4 (𝔽 ℓ ) over ℚ
International Mathematics Research Notices(2011)
摘要
In this paper, we obtain realizations of the 4-dimensional general symplectic group over a prime field of characteristic ℓ > 3 as the Galois group of a tamely ramified Galois extension of $\mathbb Q$. The strategy is to consider the Galois representation ρℓ attached to the Tate module at ℓ of a suitable abelian surface. We need to choose the abelian surfaces carefully in order to ensure that the i...
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关键词
Symplectic Geometry
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