基本解释：方程的根
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On Real Coefficient Quadratic Equation s Root of Commutative Algebra;交换代数中实系数二次方程的根
The correspondence relation between local maximum points and the stable equilibria of the gradient dynamical system x= (?)f(x) is applied to build up specific algorithms in computing algebraic roots, unconstrained maximum points, constrained maximum points, solutions of nonlinear programming, and least square solutions.利用局部极大值点与动力系统的稳定奇点的对应性,计算代数方程的根、无约束极大值点、有约束极大值点、非线性规划解、及最小二乘解。
To remove radicals without changing the value of(an expression) or roots of(an equation).给…消根去掉表达式或方程中的根号,但不改变表达式的值或方程的根
A CRITERION FOR ROOTS IN MODULI NOT EXCEEDING ONE OF ALGEBRAIC EQUATIONS WITH COMPLEX COEFFICIENTS复系数代数方程的根按模不超过一的判别法
We are thus seeking the positive solution of the equation.因而我们求方程的正根。
a biquadratic equation [ root ]四次方程式[乘根]
Several Methods in Discussing Real Number s Radical of Equations in Differential Calculus;微积分中讨论方程实数根的几种方法
Improved Euler Method for Solving Roots of Nonlinear Equation改进的Euler方法应用于非线性方程求根
The n roots of this equation A are called the eigenvalues.这个方程的n根叫做A的特征值。
The Application of Improved Election Campaign Algorithm in Solving Equations改进的竞选算法在方程求根中的应用
Method of dual-domain preserved-amplitude based on double-square-root equation for seismic migration基于双平方根方程的双域保幅地震偏移方法
Applying the present value formula to obtain the price of the bond:-根据以上方程式可算出债券的价格：
The n roots of this equation are called the eigenvalues.这个方程A的n根叫做特征值。
Find the Approximate real root of Functional equation with Matlab;用matlab求函数方程的近似实根
Newton Field-Line Method for Finding all Roots of Nonlinear System of Equation求非线性方程组所有根的Newton场线法
Newton's method for the nonlinear function of two independent variables二元非线性方程组求根的牛顿迭代法
Make Use of Mathematica to Solve Approximate Root of Function利用Mathematica求解方程的近似根
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
A Dollar Square Distance Integral Root With The Parameter Begs A Method Preliminary Study;求含参数一元二次方程的整数根的方法
A Numerical Method of The Algebraic Equation for The It’s Degree ≤ 6;求次数≤6的代数方程根的一种数值计算方法
