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• W2116780849 abstract "We compute the E-polynomials of a family of twisted character varieties by proving they have polynomial count, and applying a result of N. Katz on the counting functions. To compute the number of GF(q)-points of these varieties as a function of q, we used a formula of Frobenius. Our calculations made use of the character tables of Gl(n,q) and Sl(n,q), previously computed by J. A. Green and G. Lehrer, and a result of Hanlon on the Mobius function of a subposet of set-partitions. The Euler Characteristics of these character varieties are calculated with these polynomial." @default.
• W2116780849 created "2016-06-24" @default.
• W2116780849 creator A5014497246 @default.
• W2116780849 date "2010-06-07" @default.
• W2116780849 modified "2023-09-27" @default.
• W2116780849 title "On the E-polynomials of a family of character varieties" @default.
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