Papers to appear in New Topological Contexts for Galois Theory and Algebraic Geometry

The proceedings will be published with G&T monographs, thus the final versions of the papers will be on the ArXiv.

• Vigleik Angeltveit, Michael Hill, Tyler Lawson, The spectra ko and ku are not Thom spectra: an approach using THH
• Mark Behrens, Gerd Laures, beta-family congruences and the f-invariant
• Sunil K. Chebolu, Jan Minac, Absolute Galois groups viewed from small quotients and the Bloch-Kato conjecture
• Paul Goerss, Realizing Families of Landweber Exact Homology Theories
• Kathryn Hess, Homotopic Hopf-Galois extensions: foundations and examples
• Mark Hovey, Intersection homological algebra
• Rick Jardine, The K-theory presheaf of spectra
• Tyler Lawson, An overview of abelian varieties in homotopy theory
• Peter May, What precisely are $E_\infty$ ring spaces and $E_\infty$ ring spectra?
• Peter May, The construction of $E_\infty$ ring spaces from bipermutative categories
• Peter May, What are $E_\infty$ ring spaces good for?
• Susan Montgomery, Hopf Galois theory: a survey
• John Rognes, Topological logarithmic structures
• Christian Schlichtkrull, The cyclotomic trace for symmetric ring spectra

June 10th 2009

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