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- Toshiaki Shoji
- 2008

Let G be a simple algebraic group over C with the Weyl group W. For a unipotent element u ∈ G, let B u be the variety of Borel subgroups of G containing u. Let L be a Levi subgroup of a parabolic subgroup of G with the Weyl subgroup W L of W. Assume that u ∈ L and let B L u be a similar variety as B u for L. For a certain choice of L, u ∈ L and e ≥ 1, we… (More)

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