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  • 11 votes cast
Nov
30
accepted A lift of the second Chern class
Nov
29
comment A lift of the second Chern class
Well, it looks simple enough once you know the stuff.
Nov
29
comment A lift of the second Chern class
Thank you. I will take a look.
Nov
29
comment A lift of the second Chern class
It is good, but I want a reference for this.
Nov
29
comment A lift of the second Chern class
In Deligne cohomology projects to $H^3(X,O^∗)$, but how? Do you mean that there is a map $H^{2p}_D(X,Z(p))\to H^{2p-1}(X,O^*)$?
Nov
29
comment A lift of the second Chern class
Naturally, I mean topological Chern classes. You say that the Chern class
Nov
29
asked A lift of the second Chern class
Oct
6
awarded  Yearling
Jul
9
awarded  Popular Question
May
14
awarded  Nice Question
Feb
13
awarded  Popular Question
Dec
3
awarded  Nice Question
Nov
5
awarded  Popular Question
Oct
10
awarded  Popular Question
Oct
6
awarded  Yearling
Aug
29
comment Homotopy type of a locally contractible compact
Thank you. I did not expect it to be that messy!
Aug
29
revised Homotopy type of a locally contractible compact
added 353 characters in body
Aug
29
comment Homotopy type of a locally contractible compact
@BS: I had in mind "standard" one, but I can afford stronger versions too, if it makes a difference.
Aug
28
asked Homotopy type of a locally contractible compact
Aug
27
answered Is it possible to sum the divergent series with prime coefficients?