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双曲空间
1、space───vt.隔开;n.空间;太空;距离;vi.留间隔
2、space monster───太空怪物
3、hyperbolic───adj.双曲线的;夸张的
4、founders space───创始人空间
5、interseptal space───[医] 隔间腔(胚胎心)
6、parallel space───平行空间
7、outdoor space───室外空间
8、quickening space───加速空间
9、e space───n.雷诺太空;埃斯佩斯(法国雷诺汽车公司出产的汽车名)
1、definition of metric averaging in hyperbolic space is given a few inequalities of metric averaging are obtained.───定义了双曲空间上的度量平均的概念,得到了关于度量平均的几个不等式。
2、The simplest space with negative curvature is called hyperbolic space, which is defined as space with constant negative curvature.───最简单的负曲率空间称为双曲空间,这个空间处处都有相同的负曲率。
3、concept of ellipse is extended to hyperbolic space and the equation is discussed. Some geometric data of ellipse, such as symmetries, will be considered.───空间中引进相应的椭圆概念、讨论椭圆的方程,并对椭圆的对称性等 几何性质做出细致考察。
4、holomorphic curves in the complex hyperbolic space are discussed.───复双曲空间中的全纯曲线。
5、The discovery of hyperbolic space ushered in the field of mathematics that is called non-Euclidean geometry.───这双曲空间的发现开创了数学领域,就是所谓的非欧几里德几何;
6、Special Isometric Immersions of Hyperbolic Space───双曲空间中的等距浸入
7、the range of super - brownian motions on hyperbolic space───双曲空间上超布朗运动的范围
8、The study of geodesic of three patterns in hyperbolic space───双曲空间中三种模型的测地线研究
9、Holomorphic Curves in the Complex Hyperbolic Space───复双曲空间中的全纯曲线
1、The discovery of hyperbolic space ushered in the field of mathematics that is called non-Euclidean geometry.
2、In this article holomorphic curves in the complex hyperbolic space are discussed.