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Taipei Postdoc Seminar
 
14:00 - 15:00, October 21, 2020 (Wednesday)
Lecture Hall 5F, Cosmology Building, NTU
(臺灣大學宇宙學大樓 五樓演講廳)
Higher Codimension Minimal Surface System
Yuan Shyong Ooi (National Taiwan University)

Abstract:

Minimal surface system is a quasilinear PDE system whose graph describes a geometric object called minimal submanifold. Such a PDE system is also a generalization of the classical minimal surface equation to higher codimension. I will introduce some historical work of minimal surface system by Lawson-Osserman and also a recent work of mine on the uniqueness problem.


 

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