1.
A Study on the Problems of Algebra Inequality in International Mthematics Olympics;
IMO中的代数不等式问题研究(Ⅰ)
2.
Research of How Students Solve Inequalities and Handicap in Grade 10 and 11;
10、11年级学生解代数不等式方法及其障碍研究
3.
METHOD OF DECREASING DIMENSION BY PARTITION AND AUTOMATED PROVING FOR ALGEBRAIC INEQUALITIES
代数不等式的分拆降维方法与机器证明
4.
The First Incomplete Rule of Godle from Non-inverting Calculating of Algebraic Inequality;
从代数不等式的非反演算看哥德尔的第一不完全性定理
5.
Study on the Alpha-Subsets and Inequalities of Lattice Implication Algebras;
格蕴涵代数中a-化子和不等式的研究
6.
An equation should not contain a function on one side and a number on the other.
一个等式不能一边代表一个函数而另一边代表一个数。
7.
An algebraic expression showing that a quantity is greater than or less than another quantity.
不等式一种代数表达式，显示出某个量大于或小于另一个量
8.
Inequality of Hadamard s Type for Lipschitz Functions;
Lipschitz函数的Hadamard型不等式
9.
This paper explains the deformation of Cauchyinequality and its spreading and application, introduces its algebraic proof and its geometrical significance, and also explains the extensive use of Cauchy-inequality by showing examples.
阐述了柯西不等式的变形和推广及其代数的证明.并通过例题说明柯西不等式的广泛应用.
10.
root of an algebraic equation with rational coefficients.
含有有理系数的代数等式的根。
11.
An arithmetic or an algebraic identity is an equation.
算数或代数恒等式是方程。
12.
Homological Dimension and Tensor Identity of Representations of Quantum Algebras;
量子代数表示的同调维数及张量等式
13.
Two Equations and Their Application in Theory of Algebroidal Function
二个等式在代数体函数中的若干应用
14.
An Algebraic Multigrid Algorithm for Elliptic Variational Inequality with Obstacle and It s Parallel Processing;
椭圆型带约束变分不等式的一种代数多重网格解法及其并行处理
15.
Namely, the inequality should be transformed into function inequality first and then the inequality can be proved by an interval of each segment.
先将不等式转化成函数不等式，然后在每个局部区间上证明不等式。
16.
Find equation behind inequality depth understanding of the underlying mathematical formula
寻找不等式背后的等式 深入理解数学公式
17.
Teaching on Inequalities in Middle Schools to Take Cauchy Inequality for Example;
以柯西不等式为例谈中学数学中的不等式教学
18.
Demonstration and Generalization of Some Inequalities in Advanced Mathematics;
高等数学中若干不等式的证明及推广