Vigleik Angeltveit's homepage

Vigleik Angeltveit
Department of Mathematics
University of Chicago
5734 S University Avenue
Chicago, Illinois 60637
Office: 333 Eckhart
Phone: 773-702-9845
Email: vigleik@math.uchicago.edu
I am currently an MSRI postdoc, working at the University of Chicago with Peter May. I got my PhD at MIT with Haynes Miller. Here is a copy of my PhD thesis.
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. To appear in the American Journal of Mathematics.
(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.
Preprints:
(With Teena Gerhardt) RO(S^1)-graded TR groups of F_p, Z and \ell. The math arXiv.
(With Teena Gerhardt} On the algebraic K-theory of the coordinate axes over the integers. The math
arXiv.
Uniqueness of Morava K-theory. The math arXiv.
In progress:
(With Peter May) From multicategories of permutative categories to multicategories of S-modules.
A topological Hochschild homology spectral sequence.
On the algebraic K-theory of Z/p^n.
Slides from talks:
Notre Dame topology seminar talk.
Here is a link to the University of Chicago topology seminar, which I am coorganizing, and here is a
link
to the proseminar.
This fall I am not teaching.