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The Cohomology of M0,n as an FI-Module
Book Title: Configuration spaces: geometry, topology and representation
Editor: Callegaro, Filippo; Cohen, Frederick; Corrado de Concini, Eva...(et. al)
Abstract:
In this paper we revisit the cohomology groups of the moduli space of n-pointed curves of genus zero using the FI-module perspective introduced by Church–Ellenberg–Farb. We recover known results about the corresponding representations of the symmetric group.
In this paper we revisit the cohomology groups of the moduli space of n-pointed curves of genus zero using the FI-module perspective introduced by Church–Ellenberg–Farb. We recover known results about the corresponding representations of the symmetric group.
Keywords: Cohomology; Configuration spaces; FI-modules Moduli space
Publisher: Springer Verlag
Year: 2016
Pages: 313-323



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