Homology, Homotopy and Applications
Volume 19 (2017)
An algebraic model for rational $G$-spectra over an exceptional subgroup
Pages: 289 – 312
We give a simple algebraic model for rational $G$-spectra over an exceptional subgroup, for any compact Lie group $G$. Moreover, all our Quillen equivalences are symmetric monoidal, so as a corollary we obtain a monoidal algebraic model for rational $G$-spectra when $G$ is finite. We also present a study of the relationship between induction-restriction-coinduction adjunctions and left Bousfield localizations at idempotents of the rational Burnside ring.
equivariant spectra, model category, algebraic model, left Bousfield localization
2010 Mathematics Subject Classification
55N91, 55P42, 55P60
Paper received on 23 November 2015.
Revised paper received on 22 December 2016.