non-Euclidean

non-Euclidean

美 　英

• adj.非欧几里得的

英汉解释

adj.

1. 非欧几里得的

例句

But none of the mathematicians believed that these basic non- Euclidean geometries would be physically significant .

但数学家们无人相信这些基本的非欧几里德几何必然有物理意义。

The paper introduces the one of non- Euclidean geometry - hyperbolic geometry into special theory of relativity.

本文试图将非欧几何之——双曲几何引入狭义相对论。

The advent of the theory of relativity forced a drastic change in the attitude toward non-Euclidean geometry.

相对论的发现迫使对待非欧几里德几何的态度有激烈的变化。

but he also studied the calculus of variations, group theory, non-Euclidean geometry, and projective geometry, among other topics.

但他也研究了变分学、群论、非欧几里得几何和射影几何等学科。

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；

The non euclidean geometry holds the special status in the history of mathematics.

数学史上，非欧几何占有特殊的地位。

Triangle Chess Under Non-Euclidean Space.

非欧几何中的三角棋盘！

Hexagon Chess Under Non-Euclidean Space.

非欧几何中的六角棋盘！

Janos continued anyway and today is recognized, along with Lobachevsky and Gauss , as one of the discoverers of non-Euclidean geometry;

亚诺什继续反正今天是公认的，随着罗巴切夫斯基和高斯，非欧几里德几何的发现者之一；

Gaussian Intrinsic differential geometry and non-euclidean geometry

高斯的内蕴微分几何与非欧几何

Gaussian Intrinsic differential geometry and non-euclidean geometry

高斯的内蕴微分几何与非欧几何

Generalized Metric Equations in Non-Euclidean Space and Their Applications

非欧空间中的广义度量方程及其应用

Applications of the Metric Equations in Non-euclidean space

非欧空间中度量方程的应用

Euclidean and Non- Euclidean Geometry: An analytic approach

欧几里德与非欧几里德几何：一种解析方法

Some basic theorems on higher dimensional non-euclidean geometry

关于高维非欧几何的几个基本定理

Computer and architecture: The process of generation of the Non-Euclidean space

计算机与建筑：非欧几里得空间的产生过程

Some Metric Problems in Non-Euclidean Elliptic Geometries

非欧椭圆几何的若干度量问题

Matteo Ricci and the Introduction of Western Non-Euclidean Geometry

利玛窦与非欧氏几何在中国的传播

The elements of non-Euclidean geometry

非欧几何原理

On Some Epistemology Problems in the Development of Non-Euclidean Geometry

非欧几何发展中的若干认识论问题