1) Quadratic reconstruction polynomial
二次重构多项式
2) quadratic polynomial
二次多项式
1.
On quadratic polynomials n~2±n+c constantly expressing prime numbers and composite numbers;
二次多项式n~2±n+c表素数、合数的问题
2.
G~1 convexity preserving quadratic polynomial parametric interpolating curve
G~1保凸分段二次多项式插值参数曲线
3.
Target tracking prediction in WSN based on quadratic polynomial motion modeling
基于二次多项式运动建模的WSN目标跟踪预测
3) polynomial reconstruction
多项式重构
1.
It reframes the traceback problem as a polynomial reconstruction problem, and uses techniques from algebraic coding theory to provide robust methods of transmission and reconstruction.
提出了利用代数方法反向追踪信息的方案,该方案把追踪重构问题当作多项式重构问题,使用代数编码理论技术提供鲁棒的传送和重构方法,是DoS攻击过程中的反向追踪问题的一种新的解决方法。
4) quadratic polynomials in several elements
多元二次多项式
5) binary quadratic polynomial
二元二次多项式
1.
In this paper we give a simple method for factorization in real number field to binary quadratic polynomial F(x,y)=ax 2+bxy+cy 2+dx+ey+f and, by using the method, quadratic polynomials in several elements can be decomposed simply.
给出二元二次多项式 F(x,y) =ax2 +bxy +cy2 +dx +ey +f在实数范围内因式分解的一种简便方法 。
6) real quadratic polynomial
实二次多项式
1.
By use of the real quadratic form theory, the general method of Factoring real quadratic polynomials is given.
本文利用实二次型理论给出分解实二次多项式的一般方
补充资料：多项式乘多项式法则
Image:1173836820929048.jpg
多项式乘多项式法则
先用一个多项式的每一项乘以另一个多项式的每一项，再把所得的积相加。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。