moebius

This paper mainly studies hypersurfaces with closed Moebius form in sphere space .

本篇论文主要研究球中具有闭Moebius形式的超曲面。

Before I met her , I thought of the Moebius strip .

见到她之前，我想起了墨比乌斯带。

The Surfaces in S ~ 3 with Semi-parallel Moebius Second Fundamental Form

S~3中具有半平行Moebius第二基本形式的曲面

Surfaces with Vanishing Moebius Form in S ~ n

S~n中Moebius形式为零的曲面

The characterization of Moebius sectional curvature in unit sphere

单位球中Moebius截曲率的内蕴性

The Moebius Minimal Submanifolds in a Unite Sphere ; A Printed Dipole with Novel Parasitic Elements

单位球面上的Moebius极小子流形带有新型寄生单元的印刷偶极子天线

Hypersurfaces with Parallel Moebius Ricci Curvature and Vanishing Moebius Form in the Unit Sphere

单位球中MoebiusRicci曲率平行且Moebius形式消失的超曲面

Moebius goes " Space Odyssey " cosmic and slapstick comic with equal ease - and each page is a lesson in design and craft .

不管是宏大的《太空漫游》（SpaceOdyssey）漫画还是低俗漫画，莫比厄斯都能轻松驾驭，每一页都是设计和手工艺的典范。

Let M be a submanifold without umbilic point on unit sphere ; its Moebius form Φ vanishes , in this paper the pinching theorems of sectional curvature about Moebius metric are obtained .

设M是单位球面上不含脐点的子流形，Moebius形式Φ消失，本文讨论M关于Mobius度量的截曲率的Pinching问题。

Mr. Jodorowsky 's headlong futuristic romp entertains , but it is the art of Moebius ( born Jean Giraud , 1938-2012 ) that shines .

尤杜洛斯基横冲直撞的未来主义嬉闹场面很有意思，但是真正大放光彩的是莫比厄斯（原名让·吉劳德[JeanGiraud]，1938-2012）的艺术。

By Moebius and Alejandro Jodorowsky

莫比厄斯和亚历杭德罗·尤杜洛斯基（MoebiusandAlejandroJodorowsky）著。

It collects the first cycle of " Incal " stories from the 1980s , in which the influential French artist Moebius and the Chilean-French writer and filmmaker Alejandro Jodorowsky introduced their dystopian Incal-verse well before dystopias were cool .

它收集了20世纪80年代的第一批“印加石”故事，有影响力的法国艺术家莫比厄斯和智利法国作家、电影制作人亚历杭德罗·尤杜洛斯基在反乌托邦远未流行时就推出了他们的反乌托邦印加石诗文。