Riemann

The sealed form solution of three-element RIEMANN-TYPE boundary value problem of generalized analytic function

广义解析函数三元素Riemann型边值问题的封闭形式解

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System of Homogenous Double Periodic Riemann Boundary Value Problems

齐次双周期Riemann边值组问题

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ON A GENERALIZATION OF THE EPSTEIN Z FUNCTION.

Riemann-Zeta函数的超几何级数方法和组合恒等式.

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This paper deals with generalized Cauchy-Riemann system in even dimensions, which is transformed to an equation similar to the ones in the plane by using the theory of governing equations.

研究了偶数维空间上的广义Cauchy Riemann方程组，利用有限伸张映射的控制偏微分方程组理论，将偶数维空间上的广义Cauchy Riemann方程组转化为一个类似于平面上的方程的形式。

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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.

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The Existence of Riemann Metric with Positive Scalar Curvature over Complex Hypersurface

关于复超曲面上具正数量曲率之Riemann度量的存在性

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This paper investigated the problem of how to obtain the plots of algebraic function on Riemann surface, and developed a feasible method for drawing the generalized root or Nyquist loci.

本文研究了代数函数在Riemann曲面上的图形绘制问题，由此提出了绘制广义根轨迹图与广义Nyquist图的可行方法。

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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

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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.

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The relationship of this geometry to Riemann's varieties was not clear.

这种几何和Riemann几何的关系是不清楚的.

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Expand the definition of Hp ( p ≥ 1) space in unit circle to the simply connected region using Riemann mapping.

利用Riemann映射性质将单位圆内Hp（p≥1）空间的定义推广到了在一般单连通区域上定义Hp（p≥1）空间。

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Bernhard Riemann pioneered elliptic geometry.

伯恩哈德·黎曼开辟了椭圆几何学.

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Riemann boundary value inverse problem on closed contour

封闭曲线上的Riemann边值逆问题

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A class of inverse Riemann boundary value problems with square roots

一类带平方根的Riemann边值逆问题

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Solution of One Kind of Riemann Boundary Value Problem with Square Roots on an Open Arc

一种带平方根的Riemann边值问题在开口弧段上的解法

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We solve the Riemann problem for C-J model and Z-N-D model under the entropy conditions.

另一方面,我们将在熵条件下求解C -J 模型和Z-N-D模型的黎曼问题.

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2-Harmonic Space-like Submanifolds in Pseudo-Riemann Manifold tapered center-column rotameter

伪Riemann流形中的2-调和类空子流形

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A representation and a priori estimate for the solution of the canonical Beltrami equation in connection with Riemann boundary conditions are developed, which may be used for existence as well as uniqueness statements for related nonlinear problem.

本文建立了联系于Riemann边值条件的标准Beltrami方程的解的表示及先验估计。这些结果可能被用来证明非线性问题的解的存在性和唯一性。

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At the same time, Hungary mathematician Konig generalized Stieltjes integral accidentally in the course of researching the second mean value theorem in Riemann integral.

几乎同时，匈牙利数学家柯尼克在研究R-积分第二中值定理时，在不经意之中推广了S-积分。

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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.

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When the initial profile contains three pieces of constant states, the solution may be constructed from the Riemann solutions, with each two adjacent states connected by elementary waves.

对分三段常值的初始状态，解由上述Riemann解构成，其中相邻两状态间以基本波连接。

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Also derived in the paper are the Green-Lagrange strain tensor and the second Piola-Kirchhoff stress tensor in the Riemann space of the shell. Finally, on the basis of the virtual work, the non-linear equilibrium equations of thin-shell structures are developed.

其间，导出了其壳体黎曼空间中的Green－Lagrange应变张量和第二类Piola－Kirchhoff应力张量的表达形式，并通过虚功原理，建立了薄壳结构的非线性平衡关系。

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In his lecture Riemann covered an enormous variety of topics.

里曼的演讲涵盖了各种各样的主题。

柯林斯高阶英汉双解学习词典

H. C. Whitehead theorem in Riemann manifolds is extended into Finsler manifolds.

指出了Finsler流 形中任一点处凸邻域的存在性,将Riemann流形的J. H. C. Whitehead定理推广到了Finsler流 形.

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The World Sheet Soliton and free energy on High Genus Riemann Surface

高亏格Riemann面上的世界面孤子与自由能

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

这个概念嗣后为Riemann所推广, 从而在 非 欧几里德几何学中开辟了新前景.

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Firstly, we give out the numerical approximation of time fractional Riemann-Liouville derivative.

首先我们给出时间分数阶Riemann-Liouville导数的数值近似。

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Mathematically they are certain plots on Riemann surface of algebraic function defined by two variable polynomial.

数学上它们都是由双变量多项式定义的代数函数在Riemann曲面上的特定图形轨迹。

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Aon the Riemann boundary value inverse problems for a class of open arcs

一类开口弧段的Riemann边值问题的逆问题

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The group analysis of a sort of semi-linear equations in Riemann manifolds

黎曼流形中一类半线性方程的群分析

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