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Results tagged with springer-fibres
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user 919
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counting points on nilpotent Springer fiber
The nilpotent cone is "rationally smooth" i.e. one has $IC(\mathcal{N}) = (\mathbb{Q}_\ell)_{\mathcal{N}}[d]$ (where $d$ denotes the dimension of the nilpotent cone). One can find this in "Partial res …
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