1.
A cubic expression, curve, or equation.

三次表达式,三次曲线,三次方程
2.
On the Cubic Equations over a Field of p~k(p>3)Elements;

关于p~k(p>3)元域上的三次方程
3.
Stability of the cubic functional equation in a non-Archimedean space

Non-Archimedean空间中三次方程的稳定性
4.
The Roots of the Cubic Equations over a Field of P~ K(P>3) Elements;

P~K(P>3)元域上的三次方程根的状况
5.
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
6.
In this paper, the problem of limit cycle for a cubic system is studied.

讨论三次系统(方程式略)的极限环问题。
7.
On the Solution of the Third Order Diophantine Equation;

关于三次Diophantine方程的求解问题
8.
A Positive Integral Solution to the Indefinite Cubic Equation with 36 Equality Signs;

具有三十六个等号的三次不定方程的正整数解
9.
Properties of Solutions of the Third Order Polynomial-like Iterative Equation and Generalization of Functional Equations for the Square Root Spiral;
三次多项式型迭代方程解的性质与二次螺线根方程的推广
10.
The Solution of the Linear Differential Equation that Coefficient Contain Completely Cubic Type Three Function;
完全立方型三次函数为系数的线性微分方程
11.
THE BOUNDARY CONTOUR METHOD WITh CUBIC ELEMENTS BASED ON EQUIVALENT BIE FOR 2-D PROBLEMS

平面问题等价边界积分方程的三次边界轮廓法
12.
Small Solutions of Cubic Equations with Prime Variables in Arithmetic Progressions;

三次素变数方程在算术数列中解的上界估计
13.
Solvability of the general three-dimensional non-homogeneous partial differential equations;
一般三维非齐次偏微分方程的可解性条件
14.
Solutions of Three New Second-order Quadratic Differential Equations and Their General Solution Formula;
新三类二阶二次微分方程的解法及其通解公式
15.
The Three Sufficient Conditions of Quadrature about Linear Homogenous Differential Equation of Second-order Variable Coefficient;
二阶变系数线性齐次方程的三个可积充分条件
16.
A Cubic-Spline Difference Scheme of Higher Order Accuracy for Heat Conduction Equation;

热传导方程的高精度三次样条差分格式
17.
An Analysis of the Positive Integral Solution to the Indefinite Cubic Equation with 10 Equality Signs;
具有十个等号的三次不定方程的正整数解
18.
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