1.
A method of getting multivariate distribution functions by B-splines
多元分布函数的一种B-样条构造法
2.
Difference of Integrations of Broad Meaning between One Function and Plural Function;
一元函数与多元函数在广义积分上的差异
3.
An Extending of Cauchy s Mean-Value Theorem on Functions of Several Variables;
Cauchy微分中值定理在多元函数中的推广
4.
The study on Teaching Process of compound Function of maml variales Differentiation;
多元复合函数微分法教学过程的研究
5.
The Counterexample’s Application in Teaching Differential of Multi-function
反例在多元函数微分学教学中的应用
6.
Sufficent and Necessary Conditions for the Multivariate Exponential Family Distribution to Become the Maltivariale Normal Distribution;
多元指数族分布成为多元正态分布的充要条件
7.
An index distribution is a distributing function that can describe the life-span of certain electronic elements well.
指数分布是一种可以很好地描述某些电子元件的寿命的分布函数。
8.
Polarized bidirectional reflectance distribution function by subsurface defects of optical component
光学元件亚表面缺陷偏振双向反射分布函数
9.
Correlation and Spectrum Analysis of Functions Implemented by Multi-value Multi-threshold Neurons
多值多门限神经元函数的相关性和频谱分析
10.
The Distribution of Zeros for Differential Polynomials f~kQ[f]+P[f] in Meromorphic Function f(z)
亚纯函数微分多项式f~kQ[f]+P[f]的零点分布
11.
Multinomial distribution and multi-Poisson distribution;
多项分布与多元Poisson分布
12.
Derivative Properties of Bernstein Polynomials for Discontinuous Functions with Two Variables
二元不连续函数的伯恩斯坦多项式的微分性质
13.
On the invariability in perfect differentials in the derivation of variable function;
全微分形式不变性在多元函数求导中的作用
14.
Some Key Problems to be Dealt with in Teaching the Differential Calculus of the Pluralistic Function;
多元函数微分教学中应处理好的几个关键问题
15.
A Sufficiency Improvement Differentials about the Function of Many Variables;
关于多元函数可微的充分条件的一点改进
16.
Appling Calculus to Solve Maximum and minimum of the Polybasic Funtion;
微积分学在多元函数最值问题中的应用
17.
The Necessary and Sufficient Condition of the Constrained Extreme Value of the Function of Many Variables and it s Application;
多元函数条件极值的充分条件及其应用
18.
Higher Order Differentiations and Taylor s Formulae of Functions of Several Variables;
关于多元函数的高阶微分和Taylor公式的探讨