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Hyperbolic Manifolds, Their Submanifolds and Fundamental Groups

IMPA, Rio de Janeiro, January 06–10. The conference will be followed by a workshop aimed at graduate students on similar topics on January 13 –17, 2025.

 

The main subject of the conference is about recent developments in hyperbolic geometry and hyperbolic group theory also covering some other closely related areas. The subsequent workshop will provide an in depth introduction to several key topics of the conference.

The conference and workshop is organised in partnership with the Clay Mathematics Institute and the NSF.

Conference Banner for print available in A3 or A4 format.

*Official hotels and agencies are not allowed to contact participants, unless they have already contact the hotel previously. To make a reservation, please contact the hotel of your choice directly.

If you have received a message from Global Travel Experts it is not from the organization of the event, probably a scam. All the official messages about the event are sent by the e-mail eventos@impa.br.*

 

Financial 

The organizing committee is committed to obtaining resources to provide financial support for the participation of young researchers (recent doctors within seven years of receiving their title) and students. To be considered for financial support, please indicate your interest on the registration form, submit a CV and complete the CPF (for Brazilians) or Passport (for foreign) and address fields in the “Personal Data” tab. The application deadline is October 31st, 2024, with responses expected by November 25, 2024.

 

Poster-Expositor

If you want to be considered to present a poster during the conference, please indicate your interest in the registration form by submiting its abstract. The application deadline is October 31st, 2024.

 

Registration  

 

Program

 

Program Week 2

 

Lightning Talks

 

Poster

 

Photos

 

Videos

 

Certificates

 

Invited speakers at the conference 
 
André Salles de Carvalho (USP) – Are generalized pseudo-Anosov mapping tori hyperbolizable?
Andrés Sambarino (Sorbonne University) – The cone of Jordan variations and applications
Ben Lowe (University of Chicago) – Minimal submanifolds, higher expanders, and waists of locally symmetric spaces
Bena Tshishiku (Brown University) – Hyperbolic manifolds, smooth structures, and group actions
Bruno Martelli (University of Pisa) – A fiber and a monodromy
Claudio Llosa-Isenrich (Karlsruhe Institute of Technology) – Groups with exotic finiteness properties from complex Morse theory
Daniel Groves (University of Illinois Chicago) – Mesoscopic Topology and hyperbolic groups with a planar boundary
Franco Vargas (Yale University) – Renormalized volume and Isoperimetric profiles
Genevieve Walsh (Tufts University) – Right-angled Coxeter groups which are virtually 3-pseudomanifolds
Gregory Cosac (USP) – Semi-arithmetic Fuchsian groups and finiteness results
Jean-François Lafont (Ohio State University) – Cubulating groups obtained via strict hyperbolizations
Jessica Purcell (Monash University) – Drilling and filling tame hyperbolic 3-manifolds
Leone Slavich (University of Pavia) – Trialitarian hyperbolic manifolds and their geodesic submanifolds
Martin Bridgeman (Boston College) – Loewner Energy, Renormalized Volume and their Weil-Petersson gradient flows
Monika Kudlinska (University of Oxford) – Analogues of the Thurston norm in groups
Nikolay Bogachev (University of Toronto) – Invitation to quasi-arithmeticity
Roberto Frigerio (University of Pisa) – Cup products in bounded cohomology of hyperbolic manifolds
Sami Douba (IHES) – Thin hyperbolic manifold groups
Sebastian Hurtado (Yale University) – Groups in GxG containing lattices of G (Work in progress with Subhadip Dey)
Ursula Hamenstadt (University of Bonn) – Branched covers of hyperbolic manifolds
 
 

Minicourses (second week)

Bena Tshishiku (Brown University) – Exotic negatively curved manifolds
Giovanni Italiano (University of Oxford) – Building Hyperbolic Manifolds with Coxeter Polytopes
Michelle Chu (University of Minnesota) – Arithmetic hyperbolic manifolds and their totally geodesic submanifolds
(Michelle’s Chu course is given by Professor Mikhail Belolipetsky and Professor Matthew Stover)
 

Organizers 

Alan Reid (Rice University)
Matthew Stover (Temple University)
Mikhail Belolipetsky (IMPA)
Plinio Murillo (Universidade Federal Fluminense)
Stefano Francaviglia (University of Bologna)

 

Local Organizers

Mikhail Belolipetsky (IMPA)
Plinio Murillo (Universidade Federal Fluminense)
Suely Lima (IMPA)

 

City information

 

Contact