Michael J. Hopkins

activity

20152026

most citedDetecting exotic spheres in low dimensions using coker J

17 citations · 17 across the 4 of their papers we have counts for

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math.AT2026

On the hyperreal dual Steenrod algebra

Michael A. Hill, Michael J. Hopkins

We compute the dual Steenrod algebra for Bredon homology with constant coefficients $Z$ and $Z /2$ in the category of modules over $MU^{((G))…

math.AT2017★ 17 cited

Detecting exotic spheres in low dimensions using coker J

Mark Behrens, Michael Hill, Michael J. Hopkins +1

Building off of the work of Kervaire and Milnor, and Hill, Hopkins, and Ravenel, Xu and Wang showed that the only odd dimensions n for which S^n has a unique differentiable structu…

math.AT2015

The Slice Spectral Sequence for certain $R O (C_{p^{n}})$ -graded Suspensions of $H Z$

Michael A. Hill, Michael J. Hopkins, Douglas C. Ravenel

We study the slice filtration and associated spectral sequence for a family of $R O (C_{p^{n}})$ -graded suspensions of the Eilenberg-MacLane spectrum for the constant Mackey functor…

On the hyperreal dual Steenrod algebra

Detecting exotic spheres in low dimensions using coker J

The Slice Spectral Sequence for certain RO(Cpn​)-graded Suspensions of HZ​

The Slice Spectral Sequence for certain $R O (C_{p^{n}})$ -graded Suspensions of $H Z$