1.
Homotopy Methods for Mixed Trigonometric Polynomial Systems;
求解混合三角多项式方程组的同伦方法
2.
Eigenvalue method is one of the fundamental methods that solve polynomial system.
特征值方法是求解多项式方程组的基本方法之一。
3.
In this paper, the second equivalence theorem of eigenvalue method for solving sparse polynomial equations is proved. The correspondence relation between eigenvalues and the solution of the equations is given.
证明解稀疏多项式方程组特征值方法的第二等价性定理,并给出方程组的解与特征值的关系.
4.
The greatest sum of the exponents of the variables in a term of a polynomial or polynomial equation.
次数多项式或多项式方程中变量的幂的最大数
5.
THE MULTINOMIAL EXPRESSION OF A CLASS OF SYMMETRICAL MATRIX CHARACTERISTIC EQUATION
一类对称矩阵特征方程的多项式表示
6.
Weak Centers and Local Bifurcations of Critical Periods for Liénard Equations;
多项式Liénard方程细中心及临界周期分岔
7.
The Study on a Solution of Polynomial Equation with the Same Root
关于多项式方程重根一种求法的探讨
8.
A Matrix Method of Computation of the minimal Common Multiple of Polynomial Group;
多项式组的最小公倍式计算的矩阵方法
9.
The engineering gross contracts and the engineering item that is the engineering item management way of nations vulgate.
工程总承包和工程项目管理是国际通行的工程项目组织实施方式。
10.
In this paper, the judgement of existing solution to circulant linear equations set and the solutions under all kinds of circumstances are presented by polynomial matrix theory.
利用多项式矩阵理论，给出了循环线性方程组有解的判定并求出各种情况下的解。
11.
These options control how the planner works when you are using it in a Group Schedule.
这些选项控制计划器在“小组日程 ”中的工作方式。
12.
Great emphasis in this course, is put on group work and interactive projects.
课程的授课方式侧重小组活动和互动项目。
13.
The power sum of chebyshev polynomials;
一组关于契贝谢夫多项式的m次方幂和
14.
Combination of Fibobnacci Polynomial;
Fibonacci多项式的组合性质
15.
Matrix Polynomial Equation and the Canonical Decomposition of Invertible System;
矩阵多项式方程与可逆系统的典范分解
16.
Partial Ordering of Generalized Inverse and the Solution of the Equation of Matrix Polynomial Function;
矩阵广义逆偏序与矩阵多项式函数方程解
17.
Value Distributions for Solution of Complex Differential Equation and Differential Polynomials;
关于微分方程解和微分多项式的值分布
18.
Solving Higher-degree or Transcendental Equations by Expanding the Inverse Functions in Multinomial Forms;
用反函数多项式展开法求解高次超越方程