“超曲面”造句

H. B. Lawson也獨(dú)立得到了關(guān)于極小超曲面的類似結(jié)果.
H. B. Lawson proved the similar result on minimal Hypersurfaces.

Nitsche新近發(fā)表的一篇文章的主要結(jié)果,該結(jié)果涉及雙曲空間中具有預(yù)規(guī)平均曲率的圖狀超曲面的唯一存在性.
Nitsche dealing with the existence and uniqueness of graph - like prescribed mean curvature hypersurfaces in hyperbolic space.

本文對2中一類弱擬凸的實(shí)解析超曲面構(gòu)造了規(guī)范型.
We construct the normal form for a class of weakly pseudoconvex real analytic hypersurfaces in 2.

• #超曲面