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Dive into the research topics where Michael A. Hill is active.

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Featured researches published by Michael A. Hill.


Archive | 2014

Topological modular forms

Christopher L. Douglas; John Francis; Andre Henriques; Michael A. Hill

Elliptic genera and elliptic cohomology by C. Redden Ellliptic curves and modular forms by C. Mautner The moduli stack of elliptic curves by A. Henriques The Landweber exact functor theorem by H. Hohnhold Sheaves in homotopy theory by C. L. Douglas Bousfield localization and the Hasse square by T. Bauer The local structure of the moduli stack of formal groups by J. Lurie Goerss-Hopkins obstruction theory by V. Angeltveit From spectra to stacks by M. Hopkins The string orientation by M. Hopkins The sheaf of E ring spectra by M. Hopkins The construction of tmf by M. Behrens The homotopy groups of tmf and of its localizations by A. Henriques Ellitpic curves and stable homotopy I by M. J. Hopkins and H. R. Miller From elliptic curves to homotopy theory by M. Hopkins and M. Mahowald 1 E ring spectra by M. J. Hopkins Glossary by C. L. Douglas, J. Francis, A. G. Henriques, and M. A. Hill


Algebraic & Geometric Topology | 2017

The C2–spectrum Tmf1(3) and its invertible modules

Michael A. Hill; Lennart Meier

We explore the


Algebraic & Geometric Topology | 2008

The 5–local homotopy of eo4

Michael A. Hill

C_2


Annals of Mathematics | 2016

On the nonexistence of elements of Kervaire invariant one

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

-equivariant spectra


Advances in Mathematics | 2015

Operadic multiplications in equivariant spectra, norms, and transfers

Andrew J. Blumberg; Michael A. Hill

Tmf_1(3)


Inventiones Mathematicae | 2016

Topological modular forms with level structure

Michael A. Hill; Tyler Lawson

and


American Journal of Mathematics | 2010

Topological Hochschild homology of ℓ and ko

Vigleik Angeltveit; Michael A. Hill; Tyler Lawson

TMF_1(3)


Advances in Mathematics | 2010

Automorphic forms and cohomology theories on Shimura curves of small discriminant

Michael A. Hill; Tyler Lawson

. In particular, we compute their


arXiv: Algebraic Topology | 2015

G-symmetric monoidal categories of modules over equivariant commutative ring spectra

Andrew J. Blumberg; Michael A. Hill

C_2


Journal of Pure and Applied Algebra | 2011

Ext and the motivic steenrod algebra over "R"

Michael A. Hill

-equivariant Picard groups and the

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Andrew J. Blumberg

University of Texas at Austin

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Tyler Lawson

University of Minnesota

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Teena Gerhardt

Michigan State University

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Mark Behrens

Massachusetts Institute of Technology

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Michael A. Mandell

Indiana University Bloomington

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