Speakers and their talk titles

Peter Akhmetev, Izmiran - A Geometric Approach to Stable Homotopy Groups of Spheres: The Kervaire Invariant  

Michael Atiyah, University of Edinburgh - The Magic Square and the Kervaire Invariant

Tilman Bauer, University of Amsterdam - The Periodicity Theorem

Robert Bruner, Wayne State University - Classical Approaches to Kervaire Classes 

John Greenlees, University of Sheffield - Equivariant Stable Homotopy Theory and Ordinary Cohomology 

Hans-Werner Henn, Université de Strasbourg - The Chromatic Splitting Conjecture: the Case of the Prime 3 and Chromatic Level 2

Mike Hill, University of Virginia - The Slice Filtration

Michael Hopkins, Harvard University - The Kervaire Invariant: Guide to the Obstructions

John Jones, University of Warwick - The Search for Framed Manifolds with Kervaire Invariant One

Jean Lannes, École Polytechnique - Remakes of Browder's Paper on the Kervaire Invariant

Tyler Lawson, University of Minnesota - Relative Picard and Brauer Groups for S-Algebras

Mark Mahowald, Northwestern University - The Role of KI Classes in Homotopy 

Jack Morava, Johns Hopkins University - HHR's Equivariant Cohomology Theory and Abelian Varieties 

Erik Pedersen, University of Copenhagen - H-Spaces and the Kervaire Invariant

Doug Ravenel, University of Rochester - The Gap Theorem

Doug Ravenel, University of Rochester - Outline of the Proof

Stefan Schwede, University of Bonn - Ultra-Commutative Ring Spectra  

Neil Strickland, University of Sheffield - Tambura Functions

Hal Sadofsky, University of Oregon - The Detection Theorem