square matrix

The Simple Method Calculating the Power of a Square Matrix

n阶方阵乘幂的一种简单求法

Study on Magic Square Matrix Set-Up Method

奇N阶魔方方阵的构成方法研究

Tilt angle best design for non-attended solar battery square matrix

无人值守太阳能电池方阵最佳倾角的设计

A study on magic square matrix set-up of 4N order

4N阶魔方方阵构成方法研究

A square sign pattern matrix that does not have a zero row or zero column is sign potentially orthogonal ( SPO) if every pair of rows and every pair of columns allow orthogonality.

一个没有零行或零列的n阶符号模式矩阵是符号蕴含正交的，若每一对行和列向量都是蕴含正交的。

In this paper, based on least square method and matrix theory upbuild a quadrature least square method of parallelism error assess.

基于最小二乘法和矩阵理论建立了平面度误差评定的正交最小二乘法。

The invertibility of n order square matrix polynomial on C is decided by using the theory of matrix characteristic root.

利用矩阵特征根理论，可对C上任意n级方阵的多项式的可逆性进行判定。

In this paper a simple method tor establishing the magic square matrix and orthogonal table of singular N order is proposed. The application of proposed method is discussed.

本文提出了构成N阶魔方方阵的简易方法，介绍了本文方法&整体平移法的实质及奇N阶正交表的建立，讨论了本文方法的实际应用的前景。

The Properties of the Adjoint Matrix of the Invertible Square Matrix

可逆方阵的伴随矩阵的性质

Study on the Square Matrix High Math Power Calculation Methods

方阵高次幂计算方法研究

This paper prores the complex singular square matrix T which is tux power zero matrices product A and B, moreover matrices A, band T hare the same rank except 22 rank I power zero matrix T.

证明了复奇异方阵T是两个幂零矩阵A和B的乘积，且除T是一个秩为1的2×2阶幂零矩阵外有A、B、T的秩相同。

The square matrix is called a diagonal matrix.

该方矩阵称为对角矩阵.

In the present article some theoretical results in the mean square amplitude matrix for the cyclic-diazomethane type molecules are reported.

本文在理论上导出了环偶氮甲烷型分子的振动均方振幅矩阵。

In the algorithm the direction matrix is reconstructed and DOAs are estimated by Vandermonde characteristics of the direction matrix and the least square principle.

该算法利用方向矩阵的Vandermonde特征、基于最小二乘法对方向矩阵进行重构和DOA估计。

This paper arranges natural numbers ( 1~ 16n2) into 4n × 4n square matrix in a certain order, then structures perfect magic square of 4n orders through three simple conversion.

把自然数1～16n2按一定的顺序排成4n×4n方阵，然后经过简单的3种变换，构造出4n阶完美幻方。

At the same time, it shows that matrix addition is used to arrange magic square.

同时，利用矩阵加法构造幻方的方法，并且对它们进行程序设计，付诸实践。

The Bounds of Matrix Norm of a Rectangular Matrix and p-condition Number of a Square Matrix

矩阵范数的界和方阵的p-条件数

The Tensor Product and Exterior Product on Square Matrix and n p Matrix

方阵的张量积、外积及n~p阵

Goes out the Chinese nation magnificent sight sublimest square matrix!

走出中华民族最壮观最壮美的方阵！