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 | | By proposition 2.3, the coproduct (and Hopf algebra structure) on the E2-term E2**(R) = HH*(H*(R; Fp)) that is derived from the R-Hopf algebra structure on 16 VIGLEIK ANGELTVEIT AND JOHN ROGNES T HH(R) agrees with the algebraically defined structure on the Hochschild homol- ogy HH*() of the commutative algebra = H*(R; Fp). |
 | | The A*-comodule structure is given on H*(ko; F2) by restricting the coproduct on A*, and on the algebra gene* *ra- tors by (oe,~41) = 1 oe,~41and (oe,~22)= 1 oe,~22+ ~,21 oe,~41 (oe,~3)= 1 oe,~3+ ~,1 oe,~22+ ~,2 oe,~41. |
 | | The A*-comodule structure is given on H*(tmf; F2) by restricting the coproduct on A*, and on the algebra generators by (oe,~81) = 1 oe,~81and (oe,~42)= 1 oe,~42+ ~,41 oe,~81 (oe,~23)= 1 oe,~23+ ~,21 oe,~42+ ~,22 oe,~81 (oe,~4)= 1 oe,~4+ ~,1 oe,~23+ ~,2 oe,~42+ ~,3 oe,~81. |
| hopf.math.purdue.edu /Angeltveit-Rognes/vigleik.txt (12372 words) |
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