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Homotopy theory: tools and applications, July 17-21, 2017

The aim of the conference is to survey recent advances in the fundamental tools of homotopy theory (including abstract homotopy theory, equivariant homotopy, obstruction-theoretic methods), to highlight future directions of research, including applications to chromatic homotopy theory, motivic homotopy theory, and derived algebraic geometry.

Speakers

Agnes Beaudry, University of Colorado
Mark Behrens, University of Notre Dame
David Blanc, University of Haifa
Anna Marie Bohmann, Vanderbilt University
Hans-Werner Henn, University of Strasbourg
Kathryn Hess, EPFL
Mike Hopkins, Harvard University
Marc Hoyois, MIT
Rick Jardine, University of Western Ontario
Magdalena Kedziorek, EPFL
Nitu Kitchloo, Johns Hopkins University
Tyler Lawson, University of Minnesota
Jacob Lurie, Harvard University
Haynes Miller, MIT
Jack Morava, Johns Hopkins University 
Doug Ravenel, University of Rochester
Birgit Richter, University of Hamburg
Brooke Shipley, University of Illinois at Chicago
Zhouli Xu, University of Chicago 
Inna Zakharevich, Cornell University

Organizers

Daniel Davis, University of Louisiana at Lafayette
Mark W. Johnson, Penn State Altoona
Charles Rezk, University of Illinois at Urbana-Champaign
Vesna Stojanoska, University of Illinois at Urbana-Champaign

Contact

Contact the conference organizers at homotopy2017@math.uiuc.edu

 

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