基本解释：格根包尔多项式
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A fast algorithm was proposed to reduce the computational complexity of polynomial rooting based music-like method under small frequency offset conditions.针对利用多项式求根实现类music算法时计算量过高的缺点,提出一种适用于小频偏情况下的快速算法。
Numerical Methods for Finding of the Roots of Polynomials多项式求根的数值方法
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
An Algorithm for Isolating Real Roots of Rational Polynomial Systems and an Algorithm for Calculating Liapunov Values of Polynomial Li?nard Systems;有理多项式组的实根分离算法和多项式Liénard 系统的焦点量求解算法
An Accelerated Parallel Iteration Method with Parameters for Solving All Roots of a Polynomial Equation一种求多项式方程根的参数并行加速迭代法
Solving the Roots of Polynomials Based on the Particle Swarm Optimization基于粒子群优化算法求解多项式全部根
Methods of exploring the real number roots of a real coefficient polynomial function are procedurally given.较程序化地给出了实系数多项式函数实数根的求法。
Sum of Products of Bernoulli Polynomials and Gegenbauer Polynomials关于贝努利多项式和盖根堡多项式乘积的和
The Sum of the Products of A Category Including Laguerre Multinomial-Gegenbauer Multinomial;一类包含拉盖尔多项式-盖根堡多项式的积的和
Sum of Products of Chebyshev-Gegenbauer L Lengendre Polynomials;一类包含契贝谢夫多项式—盖根堡多项式—勒让德多项式的积的和
Several Solutions to the Greatest Common Divisor of Polynomial of One Indeterminate;一元多项式的最大公因式的几种求法
Calculating Formulas of the Summation Involving the Laguerre Polynomials;一类包含Laguerre多项式求和的计算公式
In this paper, a genetic algorithm for finding all roots of a complex polynomial is presented, researches are made in some thchnical problems for realizing algorithm.本文给出了一种求复系数多项式全部根的遗传算法，探讨了算法实现的一些技术问题。
The number a is called a double root of the polynomial function f.数a称为多项式丞数f的二重根。
One Necessary and Sufficient Conditions of Two Polynomial Having Common Roots;两个多项式有公共根的一个充要条件
Make the electronic system design for portable measuring instruments based on specifications established in a project duty book.根据项目任务书要求，进行便携式测量仪器研发。
In this paper, using recurssion formaula of the adjoint polynomial, we shall obtain adjoint polynomials of two graphs.本文运用伴随多项式的递归公式，求出了两类图的伴随多项式。
Sum of products of the First Species of Chebyshev--Gegenbauer L Polynomials;一类包含第一类契贝谢夫多项式——盖根堡多项式的积的和
The Application of Generalized Othogonal Polynomials (GOP) to the Solution of Convolution Integrals广义正交多项式在卷积求解中的应用
