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riemann是什么意思 riemann的用法例句

riemann(意思翻译)

n.黎曼(德国数学家)


riemann(相似词语短语)

1、riemann sum───黎曼和



riemann(双语使用场景)

1、So, do not cry, there is healthy life without the Riemann hypothesis.───所以,不要哭,没有黎曼假设依然能够有健康的生活。

2、Manuel Riemann: Disappointment is the main emotion at the moment, because we were so close to a miracle.───此时此刻,失望是主要的情绪,因为我们曾经离奇迹那么近。

3、Gauss assigned to Riemann the subject of the foundations of geometry as the one on which he should deliver his qualifying lecture.───Gauss给Riemann指定把几何基础作为他应该发表的就职演说的题目。

4、Analytic number theory is fortunate to have one of the most famous unsolved problems, the Riemann hypothesis.───解析数论非常幸运还有一个最为有名的未解决的问题,即黎曼假设。

5、It will also be capable of evaluating definite integrals and Riemann sums.───它还可处理定积分和黎曼积分。

6、This article discusses the analyzing nature of Dirichlet function and Riemann function .───本文讨论了狄利克雷函数、黎曼函数的分析性质。

7、Manuel Riemann is a pretty sorted guy for his age, he could have a bright future ahead of him.───里曼,以他的年龄来说,是一名相当优秀的球员,他会有光辉的未来等着他。

8、This paper discusses number of equivalent propositions and characteristics for integrable in the sense of Riemann.───本文这种讨论了R(黎曼)可积的若干等价命题及其特征。

9、generalized Riemann problem for a class of decoupled nonlinear hyperbolic system of conservation laws is studied.───研究一类解耦非线性双曲守恒律XiTong的广义黎曼问题。



riemann(英语使用场景)

1、Bernhard Riemann pioneered elliptic geometry.

2、Furthermore, we compute the Riemann solution by using a bisection method combined with the phase-plane analysis.

3、The Riemann sphere still describes the array of physically distinct possibilities, but now only abstractly.

4、This, the Riemann curvature tensor, quantifies space-time curvature.

5、Can mathematicians prove the Riemann hypothesis?

6、These two airfoils lie on different Riemann sheets in the hodograph plane.

7、A geometer like Riemann might almost have foreseen the more important features of the actual world.

8、It was this concept that Riemann generalized, thereby opening up new vistas in non - Euclidean geometry.

9、Riemann, who was a student of Gauss, initiated the analysis of curved spaces with more than two dimensions in 1846.


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