This workshop focuses on the interplay between dynamics, rigidity, and arithmetic in hyperbolic geometry and related areas. There have been many striking developments in recent years, particularly related to totally geodesic submanifolds in both finite and infinite volume hyperbolic and even complex hyperbolic manifolds.

One aim of this workshop is to expose young researchers to these breakthroughs providing them with the necessary background from dynamics, and geometry to allow them to appreciate some of these recent advances, and prepare them to make new original contributions. For this purpose, we will have minicourses on "Arithmeticity, Superrigidity and totally geodesic manifolds", and "Rigidity and geodesic planes in infinite volume hyperbolic manifolds". These courses will be preceded by an introductory minicourse on Hyperbolic geometry. We will also have a minicourse on "Understanding of geodesic planes in hyperbolic 3-manifolds via computations and visualization". In addition, we wish to bring together experts in these fields to discuss the recent developments and open problems that lie at the crossroads of these different fields and to encourage more interaction among people working in these diverse areas.

This workshop is partially funded by NSF CAREER award DMS-1651563workshop at ICERM, May 15-19, 2023,

To learn more or apply, please visit this page.

This conference will include three mini-courses (by Anne Vaugon/Pierre Dehornoy, Colin Guillarmou, and Kathryn Mann/Thomas Barthelmé) as well as research talks,
see the conference webpage for additional information.

The organizing committee: Ana Rechtman, Boris Hasselblatt, Patrick Foulon, Thierry Barbot and Thomas Barthelmé

Description:
The understanding of Anosov flows, together with their generalizations and their relationships to other fields and structures, has led to many discoveries in
dynamical systems, geometry and geometric topology. There have been numerous recent major advances in the study of Anosov flows, particularly in dimension 3,
as well as adoption of new tools, such as microlocal analysis, and uncovering of new connections, for instance with contact geometry. All this puts the solution
to old questions, such as the classification of Anosov flows in dimension 3, tantalizingly close, and it opens up new avenues of research.

This conference aims to bring together researchers from different backgrounds who study or use Anosov flows. In particular, we will include researchers in
contact geometry/topology, uniformly and non-uniformly hyperbolic dynamical systems, low-dimensional dynamics, low-dimensional topology, and microlocal
analysis.

If you are interested in attending, please complete the pre-registration form here.

Geometry and Analysis of Fluid Flows - With a special tribute to David Ebin on the occasion of his 80th birthday and retirement Stony Brook University, January 16-20, 2023

Aim: The workshop will feature a mathematically diverse group of speakers whose expertise spans multiple relevant areas. Topics to be discussed at the workshop include free boundary problems in fluid dynamics, the geometry of infinite-dimensional groups, singular limits in fluid flows, well-posedness and regularity of fluid equations, and differential geometric methods in mathematics and physics. The workshop will happen in conjunction with a celebration of David Ebin’s contributions to these topics on the occasion of his 80th birthday and retirement.

Financial Support: Limited financial support is available for young researchers and researchers of underrepresented groups. The deadline for applying is 12/2/2022.

Supported by the National Science Foundation, Stony Brook University Department of Mathematics and Institute for Mathematical Sciences, Simons Center for Geometry and Physics, and Vanderbilt University.

Organizers: Marcelo Disconzi (Vanderbilt University), Theodore Drivas (Stony Brook University), Gerard Misiolek (University of Notre Dame), Stephen Preston (Brooklyn College & CUNY Graduate Center)

More information: https://my.vanderbilt.edu/geoanalysisff/

The 2022 Midwest Dynamical Systems Conference will be November 18-20 at IUPUI.   The conference starts at 3pm on Friday 11/18 and ends around noon on Sunday 11/20. 

Speakers:

• Richard Birkett (Notre Dame University),
• Alexander Blokh (The University of Alabama at Birmingham),
• Alex Blumenthal (Georgia Tech),
• Marlies Gerber (IU Bloomington),
• Andrey Gogolyev (Ohio State University),
• Kaitlyn Loyd (Northwestern University),
• Vanessa Matus de la Parra (University of Rochester),
• Lubomir Snoha (Matej Bel University, Slovakia)
• Hongkun Zhang (UMass Amherst)

 Travel and accommodations support is available for US-based people from the National Science Foundation grant DMS-2230827. Priority will be to graduate students, postdocs, and other early career mathematicians. Please apply by October 5th for full consideration.   

 We have arranged for some rooms in hotels near campus to be available at a discounted rate.   Reservations must be made before 10/19/2022.   

 Please see the conference website for more details, including how to apply for financial support and how to book the hotel rooms: 

 http://www.math.iupui.edu/~roederr/2022MWDS.html 

Please email 2022mwds@gmail.com if you have any questions.