Hyperbolic Geometry and Minimal Surfaces


Organizers: M. Belolipetsky, M. Bridgeman, J. Brock and H. Rosenberg

The study of hyperbolic manifolds has advanced considerably. Many problems and conjectures in the subject have recently been resolved. Incompressible surfaces in hyperbolic manifolds have played an important role in this research. Minimal surfaces have been used as well: embedded incompressible surfaces are isotopic to least area minimal surfaces. The conference will focus on various problems in the intersection of hyperbolic geometry and the minimal surface theory. We believe that a joint meeting of specialists in minimal surface theory and hyperbolic geometry will encourage collaboration to study the global geometry of minimal surfaces in hyperbolic manifolds. 

The topics of the conference will include:

- Minimal surfaces in hyperbolic manifolds
- Min-max techniques in hyperbolic geometry
- Systoles in expanding families of hyperbolic manifolds

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Monday, 5

Hyam Rubinstein (Melbourne)
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Regina Rotman (Toronto)
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Ivaldo Nunes (São Luís)
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José Espinar (IMPA)
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Joel Hass (Davis)
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Tuesday, 6

Dave Gabai (Princeton)
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Frank Pacard (École Polytechnique)
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Moon Duchin (Tufts)
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Hugo Parlier (Fribourg)
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Wednesday, 7

Michael Anderson (Stonybrook)
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Laurent Mazet (Paris-Est)
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Open Problems
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Thursday, 8

Fernando Codá Marques (Princeton)
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André Neves (Imperial College)
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Stephane Sabourau (Paris-Est)
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Stephen Kleene (Brown)
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Alan Reid (Austin)
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Friday, 9

William Meeks (Amherst)
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Marc Lackenby (Oxford)
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Steve Kerckhoff (Stanford)
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Laurent Hauswirth (Paris-Est)
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Jeff Brock (Brown)
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