It is of great importance to study the analytic quality of sum function in function series.
对于函数级数,研究其和函数的解析性质很重要,但函数级数必须具有一致收敛性,而判断函数级数的一致收敛性往往是比较困难的。
In this paper,we analyze the definition of degree of Integral function,give some ways of the definition,and obtain some conclusions by comparing the
文章对整函数级定义进行了分析,给出了几种定义方式,对这些方式作了比较并得出了一些结论。
The Estimation of Consistent Convergence about a Kind of Function Series;
关于一类函数级数一致收敛性的判别
Hyperbolic Function Series Method for Solving Nonlinear Wave Equations;
非线性波动方程的双曲函数级数解法
Coefficients of some classes of star like and convex functions of order ρ
某些ρ级星形函数和凸形函数的系数
The BR Direction on the Small Functions of the Meromorphic Function of Zero Orders;
零级亚纯函数关于小函数的BR方向
On the T-direction of Meromorphic Functions with Infinite Order and Its Derivative
无穷级亚纯函数及其导函数的T方向
Complex Analytic Function Utilized in Sum Function Evaluation of Trigonometric Progression;
利用复变解析函数求三角级数的和函数
The Uniform Convergence of Fuzzy-valued Sequence and a Series Whose Terms are Fuzzy-valued Function;
Fuzzy值向量函数列及函数项级数的一致收敛性
Puiseux Series Expansion for Algebroid Function;
代数体函数的Puiseux级数表示
Taking the displacement function of plates in the form of a biseries,all terms in series are given by products of functions of a beam.
板的位移函数取双重级数形式,级数的各项为梁函数的乘积。
The Series sum from n=1 to ∞(x~n) Applies in Solving Summation Function and Summation of Series
关于幂级数在求和函数及级数求和方面的应用
The Borel Points on the Small Functions of the Meromorphic Function of Zero Orders in the Unic Disc
单位圆内零级亚纯函数关于小函数的Borel点
The sufficient condition that expands function in taylor series
函数可展成泰勒级数的一个充分条件
The V_f(δ) of Fractal Interpolation Function and Series Expression;
分形插值函数的δ－变差及级数表示
Deficient Functions of a Class of Random Dirichlet Series;
一类随机Dirichlet级数的亏函数
On the uniqueness of the expansion of Fourier series function;
函数Fourier级数展开式的惟一性
On Problems of Fourier Series Expansion Of The Function;
关于函数的Fourier级数系统展开方法
Convergence Uniform on the Fuzzy Interval Value Functions Series;
Fuzzy区间值函数项级数及其一致收敛性
Approximation of the Fejér Sum of Chebyshev-fourier Series for the ω-type Monotomic Functions;
Chebyshev-Fourier级数Fejér和逼近ω-型单调函数