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Eiichi Abe, Chevalley groups over local rings, Tohoku Math · 1969

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math.GR 1

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2025 1

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CONDITIONAL 1

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Some Properties of Twisted Chevalley Groups

math.GR · 2025-05-30 · conditional · novelty 6.0

The paper proves that every subgroup of a twisted Chevalley group normalized by its elementary subgroup lies between the relative elementary subgroup and the full congruence subgroup for a unique θ-invariant ideal, and that normalizers of the group and its elementary subgroup in a ring extension…

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  • Some Properties of Twisted Chevalley Groups math.GR · 2025-05-30 · conditional · none · ref 2

    The paper proves that every subgroup of a twisted Chevalley group normalized by its elementary subgroup lies between the relative elementary subgroup and the full congruence subgroup for a unique θ-invariant ideal, and that normalizers of the group and its elementary subgroup in a ring extension…