It is given that twonew solving methods,the first method proves that an algebraic function is a solution withthe help of analytic exfension and using the value of many--valued analytic function is different on the two sides of the fracture, then second method is obtained.
本文给出应用解析开拓证明了解是代数函数的一个新解法以及利用多值解析函数在裂纹两侧取不同值的方法导出了另一新解法。
Singular direction of algebroidal function;
关于代数体函数的奇异方向
The singular direction of algebroidal function with multiple values;
代数体函数涉及重值的奇异方向
On Borel direction of finite order algebroidal function;
关于有限级亚纯代数体函数的 Borel方向(英文)
A Fundamental Inequality on Algebroid Functions;
代数体函数的一个基本不等式
The Singular Directions of Meromorphic Functions and Algebroid Functions;
亚纯函数及代数体函数的奇异方向
First, a fundamental inequality about covering area character of the algebroid functions in angular domains was given, which is similar to the Nevanlinna secondary fundamental theorem.
研究单位圆内 ν值代数体函数 w(z)及其 Borel点 。
It is proved that when a ν value algebroid function w(z) satisfies the condition lim r→∞T(r,w) (log r) 2=∞ , there at least exists a Borel direction of the largest type arg z=θ 0 , satisfying 0< lim r→∞n(r,Δ(θ 0),a) (log r) λ(r)-1 ≤e νλ , at most with two exceptional values a.
证明了当ν值零级代数体函数w(z)满足条件limr→∞T(r ,w)(logr) 2 =∞时至少存在一条最大型Borel方向argz =θ0 ,满足 0
In this paper, the authors proved that the differential polynomial of a v valued algebroid function is a λ valued (1 ≤λ≤v) algebroid function.
证明了ｖ 值代数体函数的微分多项式为一λ值（１≤λ≤ｖ） 代数体函数，并给出了代数体函数的微分多项式的特征函数的定义，证明相应的第一和第二基本定理成立。
In this paper I first constructed a more accurate type function of zero order, then Iproved that an algebroid function of zero order satisfying certain condition exists a Boreldirection.
本文首先构造了较精确的零级型函数,并用以证明了满足一定条件的零级代数体函数存在Borel方向,结合Valiron和吕以辇的结果即知该条件是代数体函数存在Borel方向的一个充分条件。
In this paper, we summarize the foundations of Algebraic function fields, algebraic curves over finite fields and algebraic geometry codes, then we focus on the dimensions of codes on the quotient of the hermitian curves, by using the theory of weierstrass semigroup and the idea of Ho.
我们在系统地总结了代数函数域,有限域上的代数曲线和代数几何码的基本知识的基础上,利用Weierstrass子半群理论,使用Homma和Kim的方法,讨论了Hermite曲线商域上码的维数问题,得到的主要结果如下:1。
Construction on Annihilators of Boolean Functions and Analysis of Algebraic Immunity of Symmetric Boolean Functions;
布尔函数零化子构造及对称布尔函数代数免疫性分析
A Kind of Novikov Algebras and Triangle Functions;
一类Novikov代数与三角函数
Iteration and Iterative Roots for Polygonal Functions and Multifunctions;
折线函数和集值函数的迭代与迭代根
THE SECOND FUNDAMENTAL THEOREM OF ALGEBROIDAI FUNCTION
涉及小函数的代数体函数的第二基本定理
Puiseux Series Expansion for Algebroid Function;
代数体函数的Puiseux级数表示
Application of Windows API Function in Visual Times;
“Visual”时代Windows API函数的使用
Algebraic attack on symmetric Boolean functions with a high algebraic immunity
对具有高代数免疫度布尔函数的新型代数攻击
Technique of Code Obfuscation Based on Function Pointer Array
基于函数指针数组的代码迷惑技术
The spring constant is replaced by the weighting function.
弹簧常数用权重函数代替。
The Application of Complex Function in Algebraic Basic Theory Proof;
复函数在代数基本定理证明中的应用
The Minimization for Ternary Lattice Algebra Logical Function in the Form of Products of Sum;
三值格代数逻辑函数POS形式最小化
The Construction and Analysis of Boolean Functions with Optimum Algebraic Immunity
最优代数免疫布尔函数的构造与分析
On the Borel direction of the largest type of algebroid function
关于代数体函数的最大型Borel方向
The Algebraic Immunity and Nonlinearity of Vectorial Boolean Functions
向量值函数的代数免疫度与非线性度
Two Equations and Their Application in Theory of Algebroidal Function
二个等式在代数体函数中的若干应用
A class of iterated function systems of fractal interpolation surfaces with multiparameters
一类多参数分形插值曲面迭代函数系
A note on the algebraicity of domain function spaces
Domain函数空间代数性的一个注记
The(m,n,ρ) Order of Algebroid Functions without Singular Direction
无奇异方向的(m,n,ρ)级代数体函数