The feature of symmetric canonical form and the relation between the LU polynomial invariants and SLOCC classification in pure three-qubit case are presented at first.
首先介绍了三量子比特纯态情形对称正则形式的特点和LU多项式不变量与随机LOCC分类的关系。
Convergence of semi-iterative method was discussed by Varga, Young and HU Jia-gan when iterative matrix is symmetric. In this paper, using Chebyshev polynomial and its properties, we obtain the convergence of semi-iterative method for a class of antisymmetric iterative matrix.
本文依据Varga，Young，胡家赣书中介绍的迭代矩阵为对称阵时，半迭代法的收敛性的理论，以Chebyshev多项式及其基本性质作为基本工具，对一类反对称迭代矩阵，研究其半迭代法的收敛情况。
It simply introduces the minimal residual polynomial method for symmetric problem and comes up with the basic algorithm.
先简单介绍用极小残量法解决对称问题的基本算法。
Existing solutions to this problem are usually heuristics that iteratively increase the number of evaluated points and characteristic polynomial values until the total number of evaluated points exceeds the size of the symmetric differences, then successful interpolation is achieved.
现有的解决方法通常是使用试探法，即逐次增加求值点数和特征多项式值个数，直至求值点总数超过对称差规模，才能成功插值，实现集合调和。
A symmetric generator polynomial was applied, and the number of Galois-field (GF) multiplications was reduced in the encoder.
在编码器中，采用系数对称的生成多项式，减少了迦罗华域（GF）乘法器的个数。
For a full rank para Hermite polynomial matrix, we transform it into a uni module full rank para Hermite polynomial matrix by para equivalent transform at first, then into a full rank constant symmetric matrix, and into a J - matrix at last.
对于一个满秩的仿Hermite多项式矩阵，首先用仿等价变换将其变换为单模的满秩仿Hermite多项式矩阵，进一步再用仿等价变换将其变换为常数满秩矩阵，最后变换为J-矩阵。
A RS (255, 223) encoder with symmetric coefficients of generator polynomial is presented by FPGA and Verilog HDL.
利用生成多项式系数的对称性，采用FPGA和Veriloghdl语言实现了RS（255223）编码器。
We obtain the necessary and sufficient conditions that random vector with associated copula with polynomial sections is radially symmetric or jointly symmetric.
同时，我们获得了具有多项式截面的Copula函数相应的随机向量是径向对称和联合对称的充要条件。
Constructing real-symmetric matrix based on polynomial's Sturm sequence, we give the matrix description for the real root numbers of real-coefficient polynomial on given open interval.
通过构造由多项式的Sturm序列所确定的实对称矩阵，给出了实系数多项式在给定的开区间内不同实根个数的矩阵描述。
On the Characteristic Polynomial and Eigenvalues of a (0-1) Symmetric Matrix
关于（0&1）对称矩阵的特征多项式和特征值
And it gived a user key online periodically update mechanism to achieve the key dynamic management. (2) After studying the secret sharing techniques based on symmetric bi-variate polynomial, a fully decentralized Ad-hoc network key management scheme was proposed.
通过研究对称二元多项式门限秘密共享，提出了一种全分布式Ad-hoc密钥管理方案。
Finally, we give the concept of polynomial recurrent and polynomial transient for Levy processes and give a necessity condition for polynomial recurrence Levy processes which is also a sufficient condition for symmetric Levy processes.
最后，我们提出了多项式常返和多项式暂留的概念，并给出了多项式常返的一个必要条件，这同时也是对称Levy过程多项式常返的充要条件。
Secondly, according to the space of symmetric covariant tensors, on algebraic classification to cubic polynomial differential systems without quadratic terms is obtained, keeping the trajectory direction, which gives the same determinant polynomial for the same class.
其次，由称共变张量审间的性质，对缺二次项的三次微分系统在保证轨线走向不变的前提下进行代数分类，使分类后同类系统的示性多项式有相同零点；
Partitions of inequalities for symmetric six-time polynomial in four variables are introduced.
对四元六次对称多项式不等式的分拆进行了初步探讨；
A Research on Inequalities for Symmetric Six-time Polynomial in Four Variables
四元六次对称多项式不等式探讨
The Symmetric Polynomial Space
对称多项式空间的讨论
Three Kinds of Symmetric Polynomial Expressed by the Elementary Symmetric Polynomial
初等对称多项式的多项式表出的三类对称多项式
In our schemes, instead of pre-distributing pairwise keys directly, we pre-distribute symmetric bivariate polynomial over GF (q) to sensor nodes, which can help nodes compute the pairwise keys.
在这些方案中，不直接分发共享密钥，而分发可计算共享密钥的有限域GF（q）上的对称二元多项式给节点。
A symmetric bivariate polynomial of degree t is used and its shares are distributed among the parties in this scheme to construct shared keys.
该协议采用一个t次对称二元多项式来构建所有传感器节点对之间的共享密钥。