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This tag is used if a reference is needed in a paper or textbook on a specific result.
7
votes
References for computation of 2-primary stable 64-stem ${_2\pi_{64}^s}$?
An answer is given in Theorem 3.5 'On the computation of stable stems' by Kochman and Mahowald. In light of the recent work of Isaksen, Xu, Wang and others, I'm not sure how reliable this result is.
9
votes
Accepted
Reference for computation of $K_8(\mathbb{Z})$
There are two preprints available:
https://arxiv.org/abs/1910.11598
https://www.utsc.utoronto.ca/people/kupers/wp-content/uploads/sites/50/2021/01/k8zshorter.pdf
4
votes
Accepted
localizing subcategories of a nice triangulated category
As noted in the comments, there is no reason for the functor to have a left adjoint in general, as the inclusion will not preserve limits.
For the other two questions, the inclusion functor is fully-f …
3
votes
Reference for Mackey functors with group value inverted
In case anyone stumbles across this question, there is now a published reference in this generality: Theorem 3.4.22 of Schwede's Global Homotopy Theory book.
11
votes
Accepted
Reference for dualizable chain complexes
This is Proposition 1.6 of 'Duality, Trace and Transfer' by Dold and Puppe, http://www.maths.ed.ac.uk/~aar/papers/doldpup2.pdf.
8
votes
0
answers
360
views
$C_2$-equivariant Betti realization of MGL
Let $MGL$ denote the motivic spectrum representing algebraic cobordism. Over $\mathop{Spec}(\mathbb{C})$ there is a Betti realization functor $\mathop{SH}(\mathbb{R}) \to \mathop{SH}$, which takes $MG …
31
votes
Accepted
Where should I search for computations of group cohomology rings of not-too-complicated fini...
Simon King and David Green maintain a computer calculated computation of the mod p cohmology of many finite $p$-groups ('order at most 128, of all but 6 groups of order 243, and of some sporadic examp …