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yoyostein
  • Member for 9 years
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Algorithm for computing fundamental group of simplicial complexes
Thanks. Is there a name for the algorithm to compute a presentation?
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Explicit formula for higher order Bockstein
I tried working out the explicit formula (using the connecting homomorphism), and it seems that it is indeed $\beta_r[c\otimes 1]=[\frac{1}{p^r}\partial c\otimes 1]$. If anyone finds a mistake, please alert me, thanks.
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Explicit formula for higher order Bockstein
@MarkGrant Thanks. But I thought it is the coefficient sequence $\mathbb{Z}/p^r\to\mathbb{Z}/p^{2r}\to\mathbb{Z}/p^r$ instead? (pg 460 McCleary's book)
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Can Bockstein Spectral Sequence detect multiple summands of the same power, in homology?
@JohnPalmieri Just to check regarding the dimension. Is the following true: if there is one summand $\mathbb{Z}/p$ in $d^r E^r_n$, then there is one summand $\mathbb{Z}/p^r$ in $H_{n-1}(X)$. Is that correct? Thanks!
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Can Bockstein Spectral Sequence detect multiple summands of the same power, in homology?
Thanks. Is there any reference that mentions this? I checked McCleary's book, it doesn't seem to have it.