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9 votes
1 answer
1k views

A heart for stable equivariant homotopy theory

Let $G$ be a finite group. I wonder whether the following statement is true, known and written down: There is a t-structure on the stable $G$-equivariant homotopy category such that the associated ...
user2146's user avatar
  • 1,273
16 votes
6 answers
2k views

Why are equivariant homotopy groups not RO(G)-graded?

I know very little about the fancy equivariant stable homotopy category, so I apologize if this question is silly for one reason or another, but: I think that stable homotopy, in the non-equivariant ...
Dylan Wilson's user avatar
  • 13.5k
9 votes
2 answers
821 views

Models for equivariant genuine commutative ring spectra

The following question is an attempt at understanding various flavours of equivariant commutative ring spectra; it may not be suitable level for this forum. Let $\mathcal{C}(G)$ be a symmetric ...
Tom Bachmann's user avatar
  • 1,961
6 votes
1 answer
651 views

Where can I find basic "computations" of equivariant stable homotopy groups?

I am new to this subject; so please correct me if I will say something wrong or if you don't like my notation. In particular, I don't know whether it is reasonable to consider an infinite group $G$ (...
Mikhail Bondarko's user avatar