1.
Analysis of Ideal Arithmetical Amplifier by Homogeneity Theorem
运用齐次性定理分析理想运算放大器
2.
The Stability for the Initial-boundary Problems of Non-linear System of Viscoelasticity;
非齐次粘性方程初边值问题解的稳定性定理
3.
Some Strong Limit Theorems of Hidden Nonhomogeneous Markov Model and Its Strong Markov Properties;
非齐次隐Markov模型的强马氏性及若干强极限定理
4.
Sturm Comparison Theorem of Solution for the Third Order Homogeneous Linear Differential Equations
三阶线性齐次微分方程解的Sturm比较定理
5.
A Theorem on Homogeneous Linear Differential Equations with Constant Coefficients;
一个常系数齐次线性微分方程线性无关解的定理
6.
A strong limit theorem for nonehomgenous Markov chain
关于非齐次马氏链的一个强极限定理
7.
The strong limit theorems for finite nonhomogeneous Markov chains;
有限非齐次马尔可夫链的强极限定理
8.
Some Strong Limit Theorems for Hidden Nonhomogeneous Markov Models
隐非齐次Markov模型的若干强极限定理
9.
Shannon-McMillan Theorem on a Kind of Non-homogeneous Tree
一类非齐次树上的Shannon-McMillan定理
10.
The Proof of Necessity of Tb Theorem on Non-Homogeneous Space
非齐次空间上Tb定理必要条件的证明
11.
A class of Shannon-Mcmillan theorems for m-order nonhomogeneous Markov information source
m阶非齐次马氏信源的一类Shannon-Mcmillan定理
12.
Shannon-McMillan Theorem of a Class of Nonhomogeneous Markov Information Source
一类非齐次马氏信源的Shannon-McMillan定理
13.
A detailed demonstration about the provement,the relation with the linear system,the homogeneity property and the additivity property of the superposition theorem is also given。
迭加定理与线性系统的关系．迭加定理的齐次性和可加性，作了较详细的论证。
14.
An Index Classification Theory of Homogenous p-Laplacian Equations and Existence of Solutions of Non-homogenous Equations;
齐次p-Laplacian方程的指标分类理论和非齐次方程的解的存在性
15.
Stability of Bounded Variation Solutions to Homogeneous Linear Ordinary Differential Equations;
齐次线性常微分方程有界变差解的稳定性
16.
The Physical Explanation of Getting the Answer on the Uneven Wave Equation with Impulse Theorem Law;
冲量定理法在求解非齐次波动方程中的应用
17.
Some Strong Limit Theorems of Random Transform for Hidden Nonhomogeneous Markov Model
非齐次隐Markov模型随机变换的强极限定理
18.
A CLASS OF SMALL DEVIATION THEOREMS FOR RANDOM FIELDS ON A HOMOGENEOUS TREE
关于齐次树上随机场的一类强偏差定理