nForum - Discussion Feed (Eilenberg-MacLane space) 2022-05-29T07:08:11-04:00 https://nforum.ncatlab.org/ Lussumo Vanilla & Feed Publisher Urs comments on "Eilenberg-MacLane space" (58069) https://nforum.ncatlab.org/discussion/6574/?Focus=58069#Comment_58069 2016-07-01T12:46:14-04:00 2022-05-29T07:08:11-04:00 Urs https://nforum.ncatlab.org/account/4/ I have added mentioning of the model of EM-spaces K(A,n)K(A,n) as the “reduced A-linearization of the nn-sphere” A[S n] &ast;A[S^n]_\ast (for countable AA, at least), here. (That’s the ...

I have added mentioning of the model of EM-spaces $K(A,n)$ as the “reduced A-linearization of the $n$-sphere” $A[S^n]_\ast$ (for countable $A$, at least), here.

(That’s the model of EM-spaces which lends itself to the definition of the EM-spectrum as an orthogonal spectrum)

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Urs comments on "Eilenberg-MacLane space" (53179) https://nforum.ncatlab.org/discussion/6574/?Focus=53179#Comment_53179 2015-05-06T10:37:32-04:00 2022-05-29T07:08:11-04:00 Urs https://nforum.ncatlab.org/account/4/ Added to Eilenberg-MacLane space a section Cohomology – Of EM spaces with a minimum of pointers and the statement of the rational cohomology ring of K(&Zopf;,n)K(\mathbb{Z},n).

Added to Eilenberg-MacLane space a section Cohomology – Of EM spaces with a minimum of pointers and the statement of the rational cohomology ring of $K(\mathbb{Z},n)$.

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