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Saal Hardali's user avatar
Saal Hardali's user avatar
Saal Hardali's user avatar
Saal Hardali
  • Member for 12 years, 8 months
  • Last seen more than a month ago
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What is so "spectral" about spectral sequences?
@ScottMorrison This is a very old comment, still to anyone who is wondering whether there are examples of a different nature they should check out the EHP spectral sequence, a spectral sequence which is constructed as an exact couple without any underlying filtered object at all.
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A compendium of weak factorization systems on $sSet$
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What does convergence of a Bousfield-Kan spectral sequence say about the homotopy type of the totalization?
Sorry if this is a naive question but what filtered group are you thinking of when you say that the BK spectral sequence converges strongly?
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What is nullification with respect to an Eilenberg-MacLane space?
I would like to add that I gave $MU$ instead of the simpler $H\mathbb{Z}$ because its also not true that localization w.r.t. all the morava $K$-theories (i.e. the harmonic localization) is the same as $MU$-localization which indicates in some sense that there are baziilions of non-trivial loclization of this sort.
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What is nullification with respect to an Eilenberg-MacLane space?
What about MU-localization? Isn't this an example of a nontrivial localization which kills no $K(\mathbb{Z}/p,n)$?
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Odd primary dual Steenrod algebra
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