riemann surface
- riemann surface的基本解释
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黎曼面
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In article [3], they triangulate the Riemann Surface, and then find the approximate affine atlas by variational method and conformal invariants.
而文章[3]是通过对任意黎曼面进行三角剖分后,利用变分方法和共形不变量解决的。
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Extremal mappings have been one of the main topics in the theory of quasiconformal mappings, n the section 4, we consider the extremal mappings on the surface Rwhere every Ri is a hyperbolic Riemann surface, Ri Rj =,i j,I is a non-empty indexset.
拟共形映射的极值问题是拟共形映射理论中的又一重要课题,在文章的第四章中,我们将考虑曲面R=U R_i i∈I上的极值问题,其中每个R为双曲Riemman曲面,R_i∩R_j=φ,i≠j,I为非空指标集。
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It introduces partial fractions of meromorphic functions, product developments of entire functions, Hadamard's theorem, Riemann Zeta functions, Poisson-Jensen's formula; elliptic functions, including simply periodic functions and doubly periodic functions; algebraic functions and algebroid functions, Riemann surface, Nevanlinna theory, including characteristic functions, the first and second fundamental theorems, growth orders, etc; complex differential equations and complex functional equations, etc.
具体为:亚纯函数的部分分式、整函数的无穷乘积展开、Hadamard定理、Riemann Zeta函数、Poisson-Jensen公式;椭圆函数,包括单周期函数、双周期函数;代数函数和代数体函数、Riemann曲面简介;Nevanlinna理论简介,包括特征函数、第一和第二基本定理、增长级等;复微分方程和复函数方程,等等。在教学内容上充分体现基础性、新颖性。
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riemann surface:黎曼面
riemann stieltjes integral 黎曼 斯蒂尔斯积分 | riemann surface 黎曼面 | riemannian connection 黎曼联络
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riemann surface:黎曼[曲]面
黎曼-希尔伯特问题|Riemann-Hilbert problem | 黎曼[曲]面|Riemann surface | 黎曼度量|Riemann metric
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hyperbolic riemann surface:双曲型黎曼曲面
hyperbolic point 双曲点 | hyperbolic riemann surface 双曲型黎曼曲面 | hyperbolic rotation 双曲旋转
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hyperbolic riemann surface:双曲型Riemann曲面
双曲型二次曲面 hyperbolic quadratic surface | 双曲型Riemann曲面 hyperbolic Riemann surface | 双曲扇形 hyperbolic sector
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closed riemann surface:闭黎曼面
closed region 闭域 | closed riemann surface 闭黎曼面 | closed set 闭集
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