Boundary Regularity of Minimal Maps
Analytic and Computational Aspects of Elliptic and Parabolic Equations
October 23, 2006 11:00 AM to 12:00 PM
Speakers:
Auffhammer, Max
Bohm, Christoph
Brendle, Simon
Brendle, Simon
de la Llave, Rafael
Denham, Graham
Durrett, Rick
Fujikawa, Ege
Gallant, Jack
Glaser, Don
Hamenstaedt, Ursula
He, Weiyong
Huisken, Gerhard
Korn, Michael
Lenzhen, Anna
Lott, John
Lu, Zhiqin
Namachchivaya, Navaratnam
Peeva, Irena
Porter, Mason
Reinagel, Pamela
Santer, Ben
Schoen, Richard
Sejnowski, Terrence
Shepler, Anne
Shokurov, Vyacheslav
Thomas, Jim
Tohaneanu, Stefan
West, Michael
Wittenberg, Olivier
Zucker, Steven
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Summary: |
The speaker describes an existence and uniqueness result for area-preserving minimal maps between convex domains in Hyperbolic space. Between such domains of equal area, it is shown that there are precisely two such maps which agree at one points; one which preserves the orientation and one which reverses it. |
Keywords: |
Area-preserving minimal maps; Lagrangain minimal surfaces; Hyperbolic space |
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