Skip to main content

Timeline for A question about spectral sequences

Current License: CC BY-SA 4.0

6 events
when toggle format what by license comment
Jun 5 at 8:31 comment added Mehmet Onat You are right. It is not true.
Jun 3 at 22:16 comment added Nicholas Kuhn @MehmetOnat Why do you think that the map $E_{\infty}^{p,0} \otimes E_{\infty}^{0,q} \rightarrow E_{\infty}^{p,q}$ should be an isomorphism?
May 22 at 9:11 comment added Mehmet Onat Isn't the $H^*(B_G)$-module generated by $E_{\infty}^{0,*}$ already a free $H^*(B_G)$-module? $E_2^{*,0}=H^*(B_G)$ and the multiplication is given by $E_{2}^{p,0}\otimes E_{\infty }^{0,q}=E_{\infty }^{p,0}\otimes E_{\infty }^{0,q}=E_{\infty }^{p,q}\subset H^{p+q}\left( M_{G}\right) $?
May 20 at 20:19 history edited Nicholas Kuhn CC BY-SA 4.0
deleted 1 character in body
May 20 at 20:01 history edited Nicholas Kuhn CC BY-SA 4.0
added 204 characters in body
May 20 at 19:28 history answered Nicholas Kuhn CC BY-SA 4.0