1.
An arithmetic or an algebraic identity is an equation.
算数或代数恒等式是方程。
2.
Indicate how each of the following algebraic identities might be established geometrically.
试用几何方法证明下列代数恒等式。
3.
The Research on Bearing out Identical Relations of Algebra by Residue Theorem;
关于应用残数定理证明代数恒等式问题的探讨
4.
Linear maps preserving Jacobi identity on the full matrix algebras
全矩阵代数上保Jacobi恒等式的线性映射
5.
Some Identities Involving High Order Euler Numbers,Bernoulli Numbers and Genocchi Numbers;
高阶Bernoulli数、Euler数和Genocchi数的几个恒等式
6.
the identity under numerical multiplication is 1.
在数字的倍数下的恒等式是。
7.
A Group of Identities of Squared Combination of Fibonacci Number and Lucas Number;
Fibonacci数与Lucas数平方组合的一组恒等式
8.
On a Group of Identity of linear Combination of Fibonacci Number and Lucas Number;
Fibonacci数与Lucas数线性组合的一组恒等式
9.
A transformation from identities of Fibonacci numbers to congruence of Lucas numbers;
从Fibonacci数的恒等变换到Lucas数的同余式
10.
Some q-series Identities Related to Divisor Functions
一些与divisor函数相关的q-级数恒等式
11.
q-Series Transformation Formulae and Rogers-Ramanujan Type Identities;
q-级数变换公式与Rogers-Ramanujan型恒等式
12.
Some Identities and Congruences Involving Genocchi Numbers;
一些包含Genocchi数的恒等式和同余式
13.
A kind of Identity Containing Euler Number and Bernoulli Multinomial;
一类包含Euler数与Bernoulli多项式的恒等式
14.
Rogers-Ramanujan Type Identities and False Theta Function Formulae
Rogers-Ramanujan类型恒等式与部分theta函数公式
15.
A q-analogue of Zhang's Binomial Coefficient Identities
张之正二项式系数恒等式的q-模拟
16.
An equation that is satisfied by any number that replaces the letter for which the equation is defined.
单位（矩）阵定义式中的字母对任一数字都使恒等式成立的恒等式
17.
A theoretical study on the Identical Equation of Accounting in Intellectual Economy;
知识经济时代会计恒等式的理论探讨
18.
A Theta Function Identity and Powers of Dedekind s Eta-function;
Theta函数恒等式及η（τ）方幂