riemann
美 
英
英汉解释
un. | 1. 黎曼(1.Bernhard,1826—1866,德国数学家,黎曼几何学的创始人,复变函数论创始人之一;2.Hugo,1849—1919,德国音乐学家) |
例句
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。
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。
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。
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。
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。
Sometimes we were unlucky, and sometimes we were denied by an outstanding Manuel Riemann.
有时是我们缺少运气，有时是被表现突出的守门员里曼化解。
Christoffel's major concern was to reconsider and amplify the theme already treated somewhat sketchily by Riemann.
Christoffel主要关心的是重新考虑和详细论述Riemann已经稍为粗略地讨论过的题目。
The paper points out finally that the study of the idea of Riemann for geometry should be considered thoroughly.
研究黎曼几何思想不能把各学科分开考虑，必须全面考虑其间关系。
It will also be capable of evaluating definite integrals and Riemann sums.
同时，它还可处理定积分和黎曼积分。
Music logic is an intrinsic nature which realizes music existence and embodies Riemann's understanding about music essence.
音乐逻辑是音乐得以存在的一种内在的规定性，体现着里曼关于音乐本质的认识。
Finally, by virtue of the Riemann-Jacobi inversion, the solution of the soliton equation is represented in the original variable explicitly.
最后，通过反演到原来的坐标，将孤子方程的解显式地表出。
It proves that the estimate sectional curvature of a quaternion manifold is very useful for Riemann symmetric space.
它进一步说明一个四元流形的截面曲率的估计对许多对称黎曼空间都是有效的。
The 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系统的广义黎曼问题。
It is a significant and challenging subject to apply the theory of Riemann Geometry into the fields of digital image processing.
将黎曼几何学的理论应用到数字图像处理学之中，是一个非常有意义、并且富有挑战性的课题。
He could not understand Riemann's work on Abelian functions nor Roch's contributions in his dissertation.
他不能理解Riemann在Abel函数方面的工作，也不懂Roch论文中的论著。
The classical elementary waves in Riemann solutions include rarefaction wave, shock wave and contact discontinuity.
黎曼解涉及的经典基本波包括疏散波、激波和接触间断。
A geometer like Riemann might almost have foreseen the more important features of the actual world.
一个像黎曼这样的几何学者几乎可以预见到现实世界的更重要的特徵。
And because of the limitations of Riemann Integration, it can only be used for continuous function.
而由于黎曼积分具有局限性，黎曼积分只能用于连续函数类的积分。
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。
Secondly, Riemann's recognition about three elements of music composition.
第二，里曼关于音乐构成的三类要素的认识。
Christoffel's major concern was to reconsider and amplify the theme already treated somewhat sketchily by Riemann.
Christoffel主要关心的是重新考虑和详细论述Riemann已经稍为粗略地讨论过的题目。
He could not understand Riemann's work on Abelian functions nor Roch's contributions in his dissertation.
他不能理解Riemann在Abel函数方面的工作，也不懂Roch论文中的论著。
Music logic is a new logical starting point of Riemann's music aesthetics thoughts, apriori.
音乐逻辑，是里曼音乐美学思想的一个新的逻辑起点，具有先验性。
Riemann treats the basic element of music as the basic kernel of musical art.
里曼将音乐的基本要素，看作是音乐艺术实现的基本内核。
Using the sum of probability breadth and comparison with Riemann Integrals, the idea and method of path integrals are vividly explained.
借助于“几率幅”求和及与黎曼积分的比较，对路径积分的思想和方法进行了直观的说明。
The Riemann function in the mathematical analysis of learning play a vital role.
黎曼函数在数学分析的学习中占有举足轻重的地位。
The third section introduces the biography and he integral work of Riemann.
第三段介绍黎曼的生平及其积分工作。
Through these three points, we can have a more comprehensive and clear grasp to the basic contents of Riemann's Musical Aesthetics thoughts.
通过这三个方面，我们可以对里曼音乐美学思想的基本内容有一个较为全面和清晰的把握。
In this paper, the nature of Riemann function summary.
本文对黎曼函数的性质做归纳总结。
Prof. Jiang paper "Disproofs of Riemann's Hypothesis" is available at the top of the home page of our Institute
蒋春暄教授的论文“否定黎曼假设”，在我们研究所主页的最上边可以看到
Global Discontinuous Solutions to a Class of Generalized Riemann Problems for Quasilinear Hyperbolic Systems
拟线性双曲方程组一类广义Riemann问题的整体间断解
The Determinations of the Position of the Nucleation Criterion for the Hyperbolic Riemann Problems
关于双曲守恒型方程式黎曼问题解的核心判别位置的确定
Calculation of concentration distribution of algae in Taihu Lake with Riemann approximate solution model
黎曼近似解模型在太湖藻类浓度场求解中的应用
Mean Square Riemann Integrals of the Bounded Closed Convex Set-valued Stochastic Processes
有界闭凸集值随机过程的均方Riemann积分
Similarities and Differences between Newton Integral and Riemann Integral
牛顿积分与黎曼积分之异同
Finite Volume Method and Riemann Solver for Depth-Averaged Two-Dimensional Flow-Pollutants Coupled Model
平面二维水流-水质有限体积法及黎曼近似解模型
Compound Riemann-Hilbert's Boundary Value Problem with Periodicity for Analytic Functions
解析函数的周期复合边值问题
Integrability in the sense of riemann
黎曼可积性
High-Order Decay Estimates of Solutions to the Riemann Problem of the Inviscid Burgers Equation
无粘性Burgers方程黎曼问题光滑近似解的高阶衰减估计
Application of Generalized Riemann Lemma To Mathematical Analysis and Proof
推广的黎曼引理在数学分析证明中的应用
Integrable in the sense of Riemann
黎曼可积的
Comparison and Analysis for Cauchy-Riemann Equation with Different Form
不同形式柯西-黎曼方程的比较与分析
