Partial Hyperbolicity

May 8, 2023 - May 12, 2023


University of Maryland
Penn State University
University of Chicago

Partial Hyperbolicity introduced about 50 years ago provides a powerful tool for studying high dimensional systems. In the recent year it found powerful applications to chaos theory, rigidity theory, geometry, and number theory. The goal of the conference is to summarize the achievement of partial hyperbolicity theory and discuss open problems. The conference will also include a special session on the history of hyperbolic dynamics. This conference is a part of special program on partial hyperbolicity which will also include the school at the beginning of June.


  • Christian Bonatti, Universite de Bourgogne
  • Aaron Brown, Northwestern University
  • Sylvain Crovisier, Universite Paris-Saclay
  • Andrei Gogolev, Ohio State University
  • Boris Kalinin, Penn State University
  • Cristina Lizana, Universidade Federal da Bahia, El Salvador
  • Sheldom Newhouse, Michigan State University
  • Davi Obata, University of Chicago
  • Yakov Pesin, Penn State University
  • Raphael Potrie, CMAT, Uruguay
  • Masato Tsujii, Kyushu University
  • Marcelo Viana, IMPA, Brazil. To be confirmed
  • Kurt Vinhage, University of Utah
  • Zhenqi Wang, Michigan State University
  • Kadim War, IMPA, Brazil
  • Disheng Xu, Great Bay University, China
  • Jiagang Yang, IMPA, Brazil
  • Zhiyuan Zhang, Universitat Paris 13