Anna Marie Bohmann
Published 2012-01-30Version 1
We present a spectrum-level version of the norm map in equivariant homotopy theory based on the algebraic construction in work of Greenleess-May. We show that this new norm map is same as the construction in work Hill-Hopkins-Ravenel on the Kervaire invariant problem. Our comparison of the two norm maps gives a conceptual understanding of the choices inherent in the definition of the multiplicative norm map.
Comments: 11 pages; with appendix by Anna Marie Bohmann and Emily Riehl
Equivariant homotopy theory for pro-spectra
On equivariant homotopy theory for model categories
Comparison of models for $(\infty, n)$-categories, I
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