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MAT314 (DIFFERENTIAL GEOMETRY)
SOLVED: Elementary Differential Geometry(Springer) problem. Let u,v=2+ coscosv,2+ cos usinv,sinu) be a surface patch of the torus S containing p = (, 0)= (1, 0,0) S. (1) Determine the principal curvatures K
Principal Patches - A New Class of Surface Patch Based on Differential Geometry | Semantic Scholar
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