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11:14 AM
Sorry for another equivariant question out of the blue:
I suppose the G-equivariant suspension spectrum functor (from G-spaces to genuine G-spectra) is still strong monoidal, in the suitable homotopy-theoretic sense?
What would be a reference for that?
 
@UrsSchreiber Any reference that deals with the symmetric monoidal structure on G-spectra? For example Hill-Hopkins-Ravenel
 
11:33 AM
You need to chase it a little bit, but it should follow immediately from the fact that Σ^∞ is a symmetric monoidal left Quillen functor between symmetric monoidal model categories
 

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