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My main research topics are "mean curvature flows in higher codimensions" and "quasi-local mass in general relativity". The two seemly unrelated problems share the same object of interest: a 2-D surface in a 4-D space. I have been interested in the geometry of surfaces since I took Prof. Wu-Hsiung Huang's Differential Geometry course when I was an undergraduate at NTU. He showed us how fascinating minimal surface theory is. Minimal surfaces are 2-D soap bubbles in the usual 3-D space and havedoi:10.4310/iccm.2015.v3.n1.a13 fatcat:qgdnccxxufaztcuzdqgt2mxgqu