Descriptive Set Theory originates in the French and Russian schools of analysis from the early 20th century and has remained a highly active field of mathematics at the intersection of logic, analysis and topology ever since. The past few decades have seen an increasing interplay with other disciplines such as ergodic theory, combinatorics, topological dynamics and functional analysis among many others. Whereas these emerging connections have been amply represented in conferences worldwide, this conference will focus on descriptive set theory in its own right. The goals of this meeting are to highlight the achievements and recent developments of the subject and to foster the community of researchers in descriptive set theory in North America.

Speakers

• Shaun Allison, University of Toronto
• Dana Bartosova, University of Florida
• Katalin Berlow, University of California, Berkeley
• Ronnie Chen, University of Michigan
• John Clemens, Boise State University
• Clinton Conley, Carnegie Mellon University
• Joshua Frisch, University of California, San Diego
• Cecelia Higgins, University of California, Los Angeles
• Sumun Iyer, Carnegie Mellon University
• Steve Jackson, University of North Texas
• Patrick Lutz, University of Michigan
• Andrew Marks, University of California, Berkeley
• Antoine Poulin, McGill University
• Marcin Sabok, McGill University
• Forte Shinko, University of California, Berkeley
• Kostya Slutsky, Iowa State University
• Iian Smythe, University of Winnipeg
• Slawek Solecki, Cornell University
• Riley Thornton, Carnegie Mellon University
• Allison Wang, Carnegie Mellon University
• Felix Weilacher, University of California, Berkeley
• Konrad Wrobel, University of Texas Austin
• Clement Yung, University of Toronto
• Jindra Zapletal, University of Florida
• Andy Zucker, University of Waterloo

Poster: