9 citations · 9 across the 4 of their papers we have counts for
5 papers · 1 filter
Ext and the Motivic Steenrod Algebra over
Michael A Hill
We present a descent style, Bockstein spectral sequence computing Ext over the motivic Steenrod algebra over and related sub-Hopf algebras. We demonstrate the workings of this…
The String bordism of and through dimension 14
Michael A. Hill
We compute the low dimensional String bordism groups of and using a combination of Adams spectral sequences together with comparisons to the Spin bordism c…
On the existence of a v_2^32-self map on M(1,4) at the prime 2
Mark Behrens, Michael Hill, Michael J. Hopkins +1
Let M(1) be the mod 2 Moore spectrum. J.F. Adams proved that M(1) admits a minimal v_1-self map v_1^4: Sigma^8 M(1) -> M(1). Let M(1,4) be the cofiber of this self-map. The purpose…
Topological Hochschild homology of l and ko
Vigleik Angeltveit, Michael Hill, Tyler Lawson
We calculate the integral homotopy groups of THH(l) at any prime and of THH(ko) at p=2, where l is the Adams summand of the connective complex p-local K-theory spectrum and ko is t…
The 3-local tmf homology of BSigma_3
Michael A. Hill
In this paper, we introduce a Hopf algebra, developed by the author and Andre Henriques, which is usable in the computation of the tmf homology of a space. As an application, we co…