We start from a reductive group G/ ℚ. We assume for simplicity that the semisimple component G(1)/ ℚ is quasisplit. There is a unique minimal finite normal extension F/ ℚ, F ⊂ ℂ, such that G(1) × ℚ F becomes split.

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Analytic Methods

  • Günter Harder

摘要

We start from a reductive group G/ ℚ. We assume for simplicity that the semisimple component G(1)/ ℚ is quasisplit. There is a unique minimal finite normal extension F/ ℚ, F ⊂ ℂ, such that G(1) × ℚ F becomes split.