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Published Papers
(With John Rognes) Hopf algebra structure on topological Hochschild
homology Algebraic and Geometric Topology 5 (2005) 1223-1290.
Enriched Reedy categories.
Proceedings of the AMS 136 (2008), no. 7, 2323-2332.
Topological Hochschild homology and cohomology of
A-infinity ring spectra. Geometry and Topology 12 (2008), no. 2, 987-1032.
The cyclic bar construction on A-infinity H-spaces. Advances in Mathematics 115 (2009), no. 5,
1589-1610.
(With Mike Hill and Tyler Lawson) Topological
Hochschild homology of \ell and ko. American Journal of Mathematics 132 (2010), no. 2, 297-330.
(with Mike Hill and Tyler Lawson) The spectra ko and ku are not Thom spectra: an approach using THH. The proceedings of the Banff workshop "New Topological Contexts for Galois Theory and Algebraic Geometry", in Geometry and Topology Monographs, Volume 16 (2009), 1-8.
(With Teena Gerhardt and Lars Hesselholt) On the K-theory of
truncated polynomial algebras over the integers.
Journal of Topology 2 (2009) no. 2, 277-294.
(With Teena Gerhardt) RO(S^1)-graded TR groups of F_p, Z and \ell. Journal of Pure and Applied Algebra 215 (2011), Issue 6, 1405-1419.
(With Teena Gerhardt} On the algebraic
K-theory of the coordinate axes over the integers. Homology, Homotopy and Applications 13 (2011)
no. 2 103-111.
Uniqueness of Morava
K-theory. Compositio Mathematica 147 (2011), Issue 2, 633-648.
(With Teena Gerhardt, Mike Hill and Ayelet Lindenstrauss)
On the algebraic K-theory of truncated polynomial
algebras in several variables. Accepted pending revisions to the Journal of K-theory.
Preprints
(With Andrew Blumberg, Teena Gerhardt, Mike Hill and Tyler Lawson) The Topological
Hochschild Homology of a Thom Spectrum as a Cyclotomic Spectrum. In preparation.
(With Andrew Blumberg, Teena Gerhardt, Mike Hill and Tyler Lawson) Topological Hochschild
Homology and the Norm. In preparation.
(With Andrew Blumberg, Teena Gerhardt, Mike Hill and Tyler Lawson)
Interpreting the Bokstedt
Smash Product as the norm. Preprint.
On the algebraic K-theory of Witt vectors of
finite length. Submitted.
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