1.
Analysis on The Condition of Factorization of Inhomogeneous Dual-variable Quadratic Polynomials;
二元二次非齐次多项式因式分解的条件分析
2.
A homogeneous polynomial having two or more variables.
多元齐次多项式有两个或多个变量的齐次多项式
3.
A New Method of Solving linear Non-homogeneous Differential Equations with Constant Coefficients--Method of Using Characteristic Polynomial;
求常系数非齐次微分方程特解的一种新方法——特征多项式法
4.
Multiple Solutions for an Elliptic Boundary Value Problem Involving an Inhomogeneous Term
含非齐次项的椭圆边值问题的多解性
5.
Methods for obtaining the general term formulae of a kind of non-linear、non-homogeneous recursive sequences;
一类非线性、非齐次递归数列的通项公式的求法
6.
A Principle of calculus partial derivative of homogenous polynomial of degree m;
关于m次齐次多项式偏导数的一个算法原理
7.
Change of Variables for General Formula of Non-homogeneous Linear Recursive Sequence with Constant Coefficients;
常系数非齐次线性递归数列通项公式计算的通项变换法
8.
THE CRITERION AND APPLICATIONS OF FINITE CODIMENSIONAL IDEALS FINITELY GENERATED BY HOMOGENEOUS POLYNOMIAL GERMS IN THE RING OF En
E_n中齐次多项式芽生成的有限余维理想的判定和应用
9.
Cubic Non-uniform Trigonometric Polynomial Curves with Multiple Shape Parameters;
多形状参数的三次非均匀三角多项式曲线
10.
On the Nonexistence of Polynomial First Integrals for Nonlinear Dynamical Systems;
非线性动力系统多项式首次积分的不存在性
11.
IMPLICIT FINTE DIFFERENCE METHOD FOR INHOMGONEOUS HEAT CONDUCTION EQUATION
非齐次热传导方程的隐式差分方法（Ⅲ）
12.
FORMULA OF LIOUVILLE OF LINEAR NONHOMOGENEOUS AND ITS APPLICATIONS;
线性非齐次方程的Liouville公式及应用
13.
A Hilbert-type Integral Inequality with a Non-homogeneous Kernel
一个非齐次核的Hilbert型积分不等式
14.
A Solution to Three Types Continuance Linear Even Differential Equation of Two Times Complete Cubic;
二次方三项式线性齐次微分方程的解法
15.
Boundedness of Fractional Multilinear Commutators on Homogeneous Morrey-Herz Space with Non-doubling Measures
非齐型空间上齐次Morrey-Herz空间中分数次多线性交换子的有界性
16.
Iterative Method: Solving General Term of Non-homogeneous Recurrence Relations;
非齐次递推关系通项的求解方法——迭代法
17.
A treating approach to one-dimensional wave equation with special inhomogeneity free term
具有特殊非齐次项波动方程的处理方法
18.
the degree of the term in the polynomial that has the highest degree.
多项式中最高次数的项的次数。