The truncated moment, infinite moment and inequality moment problems are discussed by using the theory of matrices.
本文利用矩阵论的方法讨论截断矩问题，无穷矩问题以及带不等号的矩问题。
This paper presents an efficient algorithm for the implicitization of parametric curves defined by polynomial parametric equations, which is mainly based on the theory of matrices.
给出了多项式参数方程定义的参数曲线的有效隐式化算法，此算法主要是基于矩阵理论。
The generalized strict opposite Angle occupies the superior matrix the determination holds the important status in the computational mathematics and the theory of matrices research.
广义严格对角占优矩阵的判定在计算数学和矩阵论的研究占有重要的地位。
Based on the Hamiltonian system's theory, the relationship between closed-loop poles of system characteristic equation and weighting matrices was thoroughly investigated.
根据哈密尔顿系统理论，深入研究了系统特征方程的闭环极点和加权矩阵的关系，给出了希望加权矩阵的确定方法。
There is an extensive literature on the index theory of Boolean matrices.
布尔矩阵的指数理论已经得到了广泛的研究。
The paper proposed the Matrix Theory of interconnection function for MINs by expressing the inputs. outputs and interconnection functions of MINs in the form of matrices.
本文采用矩阵形式表示多级网络的输入、输出和互连函数，进而提出了互连函数的矩阵理论。
Then the design of the unknown matrices of the functional observer is converted to the design of a parameter matrix using the theory of generalized inverse.
利用广义逆矩阵理论，将观测器的参数设计问题转化为求解一个参数矩阵的问题上来。
Using the matrix theory, we derived the modal matrices of some parameter matrices in transformation, and discussed the transformation with principle of power invariance also.
用矩阵理论求出几种形式的参数矩阵变换时的模态矩阵，并讨论了功率不变原则下的变换。
Circulant matrices, which are an important component of the matrix theory, have become one of the most important and active research fields of applied mathematics increasingly.
循环矩阵是矩阵理论的一个重要组成部分，且日益成为应用数学领域中一个非常活跃和重要的研究方向。
The study of circulant matrices, an important component of the matrix theory, has become one of the most important and active research fields in applied mathematics.
循环矩阵是矩阵理论的一个重要组成部分，且日益成为应用数学领域中一个非常活跃和重要的研究方向。
Recent years, the weighted generalized inverses of matrices become a research hotspot of matrix theory. Many authors made some achievements in this field. We also got some interesting results.
近年来，矩阵的加权广义逆成了矩阵理论研究的热点，许多学者在这个领域做出了一定的成果，我们也得到了一些有意义的结论。
This paper presents a new approach for processing data of space resection in terms of matrices transformation theory.
根据矩阵理论，推导了空间后交的一种新算法。
In addition, we propose theory of knowledge reduction based on consistent decision formal context and give the judgement theorems and discernibility matrices, from which methods of attribute …
进一步给出了属性约简的判定定理和相应的可辩识属性矩阵，从而为概念格中协调决策形式背景属性约简提供了一种具体的方法。
In this paper, the theory and the priority method of interval Numbers, triangular fuzzy Numbers and their judgment matrices are analyzed and studied.
在区间数互补判断矩阵一致性的基础上，提出了区间数互补判断矩阵排序的两种新方法。
In this article the generalization of the main theory of non-negative matrices to ordered field further to ordered division ring has been given.
本文的目的是把非负阵矩的主要理论推广到有序域乃至有序除环。
In this article the generalization of the main theory of non-negative matrices to ordered field further to ordered division ring has been given.
本文的目的是把非负阵矩的主要理论推广到有序域乃至有序除环。
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