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meromorphic function相关的网络例句

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Using Nevanlinna value distribution theory, the research we studies the uniqueness of meromorphic functions concerning the multipliable value, and proves one theorem, which generalizes and improves previous results.

运用亚纯函数的值分布理论,研究了亚纯函数涉及重值的唯一性问题,证明了一个定理,所得定理改进了先前的一些结果。

Based on different linear operators, some of the properties and characteristics of p-valent analytic functions and meromorphic multivalent functions were investigated extensively in this paper.

近年来,基于不同的线性算子,某些p叶解析函数类或亚纯函数类的性质和特征被广泛地研究。

In this thesis, we mainly study value distribution and normal families of meromorphic functions, and obtain some interesting results.

本文主要在亚纯函数的值分布与正规族方面进行了一些研究。

Based on the fundamental works done by professor Fan Ky, who was the founder of this direction, the present paper introduces the definitions of the class of meromorphic univalent operator-valued functions with positive operator coefficients on Hilbert space and the argument of the operator-valued functions, improves and extends some problems in classical geometry theory of complex functions to the case of operator-valued functions, and studies them respectively.

基于该方向的首倡者Fan Ky教授关于该理论的奠基性工作,本文引入了一类星形算子值函数的定义以及解析算子值函数辐角的定义,将经典的复变函数几何理论中的一些问题推广到了解析算子值函数的情况,并分别进行了讨论。

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。

In this paper, based on Nevanlinna's theory, some problems in the uniqueness theory of meromorphic functions can be studied.

在此基础上,本文研究了亚纯函数的唯一性问题。

This thesis studies the uniqueness theory of meromorphic functions.

中文摘要:本论文主要研究的是亚纯函数的唯一性理论。

The uniqueness problems of meromorphic functions involving multiple values have been discussed with Nevanlinna theory and a series of unicity theorems have been derived in the this paper.

用Nevanlinna理论对涉及重值时的亚纯函数唯一性问题进行了讨论,并得出了一系列唯一性定理,其中有些定理是对Nevanlinna R,仪洪勋,杨力,Ozawa M等人的几个定理的推广。

Value distribution theory offer an important method to the study of meromorphic solution to this kind of equations.

中文摘要:本文所考虑的对象是复平面下的一类代数微分方程,值分布论为这类方程亚纯解的研究提供了重要的方法。

The theory of value distribution of entire and meromorphic functions Yang Le, Zhang Guanghou, 1982

整函数和亚纯函数的值分布论(杨乐、张广厚,1982

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