1.
The Applications between Sovable Polyonmial Algebra and Its Two Kinds of Graded Algebras under the Order Filtration;
可解多项式代数与它在阶滤子下两种分次代数的应用举例
2.
The Application of Theories About Advanced Algebra in the Factorization of Multinomial;
高等代数理论在多项式分解中的应用
3.
Algebraic Approach to Wave Function of Harmonic Oscillator and Recursion Relations of Hermite Polynomial
简谐振子波函数的代数解及Hermite多项式的递推
4.
BCI-Algebra Rings and the Polynomials on BCI-Algebra;
BCI-代数环与BCI-代数上的多项式
5.
Decomposition Conditions and Method of Real Coefficient Quadratic Polynomial in Two Elements;
实系数二元二次多项式在R中可分解的条件及分解方法
6.
A Discriminance for Binary Quantie to Be Factoredin Read Number;
二元二次多项式可在实数范围内分解因式的判别法
7.
A New Way of Factorization of Polynomial for Integral Coefficient Polynomial;
整系数多项式因式分解的一种新方法
8.
A Psuedo-Polynomially Solvable Case of the Loader Problem in Modern Logistics Technology;
现代物流技术中装卸工问题的拟多项式时间可解情况
9.
Nonnegativity of H-polynomials Coefficient of Hecke Algebra of Type H;
H型Hecke代数的h多项式的系数非负性
10.
Research of date access model based on the polynomial algebra
基于多项式符号代数的数据通路模型
11.
On the Filtration Dimension of the Polynomial Algebras of Standardly Stratified Algebras
关于标准分层代数的多项式代数的滤链维数
12.
resolve into factors, as of a polynomial.
把一个多项式分解为因数。
13.
An algebraic expression is one or more algebraic terms in a phrase.
一个代数式是由一个或多个代数项构成的短语。
14.
Hoehere Algebra: die Matrixtheorie und die Polynomtheorie.
高等代数：矩阵理论和多项式理论。
15.
The Algebraic Classification of a Class of Degree 1 + Degree 3 Polynomial System
1次+3次平面多项式系统的代数分类
16.
The Ringel-Hall Algebra and Hall Polynomial of Tubular Category;
管范畴上的Ringel-Hall代数及Hall多项式
17.
H-Bézier Curves Based on Algebraic and Hyperbola Polynomials;
基于双曲和代数多项式的H-Bézier曲线
18.
Orlik-Solomon Algebras and Tutte Polynomials of a Class of Graphic Arrangements
一类图构形的Orlik-Solomon代数与Tutte多项式