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On the quotient ring by diagonal invariants
by
Iain Gordon
| Venue: | Invent. Math |
| Citations: | 50 - 4 self |
BibTeX
@ARTICLE{Gordon_onthe,
author = {Iain Gordon},
title = {On the quotient ring by diagonal invariants},
journal = {Invent. Math},
year = {},
pages = {503--518}
}
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Abstract
Abstract. For a Weyl group, W, and its reflection representation h, we find the character and Hilbert series for a quotient ring of C[h ⊕ h ∗ ] by an ideal containing the W–invariant polynomials without constant term. This confirms conjectures of Haiman. 1.
