what is the natural map from BP to $HF_p$? BP is the Brown-Peterson spectrum and $HF_p$ is Eilenberg Maclane spectrum.

I am trying to learn the connections between ASS and ANSS. This map should induce a map of spectral sequence.


  • $\begingroup$ I am no expert, but such a map is certainly given by a cohomology class in $BP$. Since $BP$ is connective, maybe you can produce a natural example by considering the Hurewicz map to produce an integral homology class and then use universal coefficient? $\endgroup$ – Piotr Pstrągowski May 19 '14 at 20:04

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