1.
Probed into cycle function and cycle properties of the sum,the difference,the product and the quotient of it;
对周期函数及其和、差、积、商函数周期性的探讨
2.
About Relation of Periodicity and Symmetry of Function;
函数周期性与图象对称性的关系及应用
3.
Also Talk about the Existence of Minimal Positive Period in Periodic Function;
也谈周期函数的最小正周期的存在性
4.
By using properties of scalar almost periodic function, properties of uniform almost periodic matrix function are discussed.
利用纯量概周期函数性质讨论了一致概周期矩阵函数的一些性质。
5.
Judgement and use of function symmetry and periodicity;
关于函数对称性、周期性的判定与应用
6.
On the 2-periodic(0,δ~m)Trigonometric Interpolation Problem of Antiperiodic Function
反周期函数的2-周期(0,δ~m)三角插值的收敛性
7.
Convergence of Antiperiodic [0,P[(1/2h)δ]] Trigonometric Interpolation for Odd Equidistant Nodes
奇数个结点上反周期函数的2-周期[0,P[(1/2h)δ]]三角插值收敛性
8.
The Linearization of the Irrationally Neutral Periodic Points of Analytic Functions;
解析函数的无理中性周期点的线性化问题
9.
Analytical method of the subdomain basis functions for the transmitted characteristics of two-dimension periodic structure
二维周期结构传输特性的子域基函数分析法
10.
Some Generalization of Almost Periodic Functions and the Solution of Nonlinear Parabolic Equation;
概周期函数的几类推广及非线性抛物方程的解
11.
Analysis the Unimodality of the Single-period Inventory for the Manufacturers;
面向单周期制造商利益函数的单峰性分析
12.
Some of the Basic Nature of Almost Periodic Type Functons and Its Applications
概周期型函数的一些基本性质及其应用
13.
Existence of Positive Periodic Solutions for Functional Differential Equation Depending on Parameter
依赖于参数的泛函微分方程正周期解的存在性
14.
The Relationship of Pseudo Almost Periodic Function and Pseudo Almost Periodic Function Sequence;
伪概周期函数和伪概周期序列的关系
15.
the principle that chemical properties of the elements are periodic functions of their atomic numbers.
元素的化学性质是他们的原子数的周期函数的原理。
16.
Global Exponential Stability of Periodic Solution of Delayed Cohen-Grossberg Neural Networks with Discontinuous Neuron Activations
具不连续激励函数Cohen-Grossberg神经网络周期解的全局指数稳定性
17.
A Numerical Differentiation Method for Period Function with Noisy Data
一种带噪声的周期函数数值微分方法
18.
Studied periodic function and its least positive period.
研究了周期函数及其最小正周期的若干问题。