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- W2923083892 abstract "We establish the inductive McKay condition introduced by Isaacs-Malle-Navarro cite{IMN} for finite simple groups of Lie types $tB_l$ ($lgeq 2$), $tE_6$, $^2tE_6$ and $tE_7$, thus leaving open only the types $tD$ and $^2tD$. We bring to the methods previously used by the authors for type $tC$ cite{CS17C} some descent arguments using Shintani's norm map. This provides for types different from $ tA, tD, {}^2tD$ a uniform proof of the so-called global requirement of the criterion given by the second author in cite[2.12]{S12}. The local requirements from that criterion are verified through a detailed study of the normalizers of relevant Levi subgroups and their characters." @default.
- W2923083892 created "2019-04-01" @default.
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- W2923083892 date "2019-03-27" @default.
- W2923083892 modified "2023-09-25" @default.
- W2923083892 title "Descent equalities and the inductive McKay condition for types B and E" @default.
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