Changping Wang

activity

20062021

most citedLaguerre Geometry of Hypersurfaces in

R^{n}

15 citations · 34 across the 8 of their papers we have counts for

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math.DG2006★ 12 cited

Willmore Surfaces of Constant Moebius Curvature

Xiang Ma, Changping Wang

We study Willmore surfaces of constant Moebius curvature $K$ in $S^{4}$ . It is proved that such a surface in $S^{3}$ must be part of a minimal surface in $R^{3}$ or the Clifford torus. A…

math.DG2006★ 15 cited

Laguerre Geometry of Hypersurfaces in $R^{n}$

Tongzhu Li, Changping Wang

Laguerre geometry of surfaces in $R^{3}$ is given in the book of Blaschke [1], and have been studied by E.Musso and L.Nicolodi [5], [6], [7], B. Palmer [8] and other authors. In thi…

Willmore Surfaces of Constant Moebius Curvature

Laguerre Geometry of Hypersurfaces in Rn

Laguerre Geometry of Hypersurfaces in $R^{n}$