2017 Midwest Topology Summer School on Trace Methods in Algebraic K-Theory @ IU

When: 7-11 August 2017. Where: Indiana University. Talks: Swain East 140. Coffee: Rawles Hall 107. Contact: benjamin.antieau@gmail.com.

• The schedule is now available here.
• Some abstracts are now available here.

• Teena Gerhardt (Michigan State). An overview of computations in algebraic K-theory via trace methods (3 lectures). Notes: [Talk 1, Talk 2, Talk 3].
• Lars Hesselholt (Copenhagen). Topological Hochschild homology and arithmetic (3 lectures). Notes: [Talk 1, Talk 2, Talk 3].
• Mike Mandell (IU).
  • Introduction to equivariant stable homotopy theory.
  • Introduction to non-commutative derived algebraic geometry.
  • A Künneth theorem for TP.
• Thomas Nikolaus (Bonn). On topological cyclic homology and cyclotomic spectra (3 lectures). Notes: [Talk 1, Talk 2, Talk 3].
• Aaron Royer (UCLA) and Sarah Yeakel (Maryland). The Dndas-McCarthy theorem. Notes: [Talk 1 (Royer and Yeakel), Talk 2 (Royer), Talk 3 (Yeakel)].

• Saul Glasman (Minnesota). Symmetric power structures on algebraic K-theory. Notes from Glasman.
• Gijs Heuts (Copenhagen). Tate diagonals. Notes.
• Nick Rozenblyum (Chicago). A geometric approach to the cyclotomic trace. Notes.

• Masterclass on stable homotopy theory and p-adic Hodge theory, 26-30 June 2017 at the University of Copenhagen. Notes.
• Simons symposium on p-adic Hodge theory, 8-12 May at Schloss Elmau. Notes.

• Benjamin Antieau (UIC).
• David Gepner (Purdue).
• Ayelet Lindenstrauss (IU).
• Mike Mandell (IU).