On tangent cones to Schubert varieties in type E
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AbstractWe consider tangent cones to Schubert subvarieties of the flag variety G/B, where B is a Borel subgroup of a reductive complex algebraic group G of type E6, E7 or E8. We prove that if w1 and w2 form a good pair of involutions in the Weyl group W of G then the tangent cones Cw1 and Cw2 to the corresponding Schubert subvarieties of G/B do not coincide as subschemes of the tangent space to G/B at the neutral point.
2021 ◽
pp. 189-208
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1990 ◽
Vol 49
(3)
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pp. 449-485
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2019 ◽
Vol 2019
(754)
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pp. 1-15
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1983 ◽
Vol 27
(3)
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pp. 361-379
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