Summer School on Scissors Congruence, Algebraic K-theory, and Trace Methods

at.algebraic-topology kt.k-theory-and-homology
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Start Date
2023-06-26 
End Date
2023-06-30 
Institution
Indiana University, Bloomington 
City
Bloomington, IN 
Country
USA 
Meeting Type
summer school 
Homepage
https://topology.math.indiana.edu/Summer2023/ 
Contact Name
Michael Mandell 

Description

The 2023 Summer School on Scissors Congruence, Algebraic K-theory, and Trace Methods for graduate students and early career researchers will be held June 26-30 at Indiana University, Bloomington.

The summer school will include mini-courses on:

  • Algebraic K-theory - Mona Merling
  • Scissors congruence K-theory - Inna Zakharevich
  • Trace methods - Teena Gerhardt and Cary Malkiewich

The summer school will also feature problem sessions and student talks on foundational papers in the area.

We expect to provide housing for invited participants as well as (partial) reimbursement for travel expenses. We expect approximately 40-50 participants overall.

For more information, and to apply, please see: https://topology.math.indiana.edu/Summer2023/
Applications are due January 31st, 2023.

Organizing Committee:

  • Andrew Blumberg
  • Teena Gerhardt
  • Michael Hill
  • Cary Malkiewich
  • Michael Mandell

Scientific Committee:
  • Andrew Blumberg, Columbia University
  • Anna Marie Bohmann, Vanderbilt University
  • Teena Gerhardt, Michigan State University
  • Mike Hill, UCLA
  • Cary Malkiewich, Binghamton University
  • Michael Mandell, Indiana University
  • Mona Merling, University of Pennsylvania
  • Kate Ponto, University of Kentucky
  • Inna Zakharevich, Cornell University

Problems?

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