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- W139958916 abstract "We find a limit formula for a generalization of MacDonald's inner product in finitely many variables, using equivariant localization on the Grassmannian variety, and the main lemma from cite{Car}, which bounds the torus characters of the higher Cech cohomology groups. We show that the MacDonald inner product conjecture of type $A$ follows from a special case, and the Pieri rules section of MacDonald's book cite{Mac}, making this limit suitable replacement for the norm squared of one, the usual normalizing constant." @default.
- W139958916 created "2016-06-24" @default.
- W139958916 creator A5071520587 @default.
- W139958916 date "2013-05-03" @default.
- W139958916 modified "2023-09-27" @default.
- W139958916 title "Localization and a generalization of MacDonald's inner product" @default.
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