Adjoint matrix of matrix plays an important part during the matrix theory.
矩阵的伴随矩阵在矩阵理论中有着重要地位。
Transfer matrix theory is selected as the calculation way for the alignment.
本实验采用传递矩阵校中为计算方法，详细介绍了轴系优化方法。
A computational theory of learning from examples, extension matrix theory, is presented.
本文提出示例学习的一种计算理论，扩张矩阵论。
This paper discussed the transfer matrix theory of vibration analysis of long-span arch bridge.
本文探讨大跨度拱桥振动分析传递矩阵法理论。
This paper probes into invariant and normal form of matrix and its application to matrix theory.
探讨了矩阵的不变量、准形及其在矩阵理论中的若干应用。
Accordingly, we extended several important theorems of complex matrix theory to the quaternion field.
由此，把复数域上矩阵论的若干重要定理推广到了四元数体。
In past decade, "linear preserver problem" has been one of the most active subjects in matrix theory.
近几十年，“线性保持问题”已经成为矩阵论中最活跃的课题之一。
This paper aims at discussing the value range of combination forecasting error square sum with matrix theory.
应用矩阵理论，对组合预测误差平方和的取值范围进行了研究。
Positive definite matrix occupies a very important position in matrix theory, and has great value in practice.
正定矩阵在矩阵论中占有十分重要的地位，在实际中也有广泛的应用价值。
Up to now, some heuristic algorithms have been proposed for learning from examples based on extension matrix theory.
到目前为止，一些启发式算法被提出用于基于扩张矩阵理论的示例学习研究。
Using matrix theory, we present a sharp upper bound on the spectral radius of digraphs and strongly connected diagraphs.
首先，我们给出一些图的邻接谱半径的一些新的可达上界，并说明这些新结果在一定情形下比已有的结果要好。
Furthermore, the corresponding parameters of the decay coefficient are analyzed through applying the transfer matrix theory.
此外，我们还运用转移矩阵的方法对衰减系数的相关参量进行了分析。
In some cases, however, the quantitatively ac-curate results necessitate the density matrix theory and the semiclassical model.
但在一些场合下，取半经典和密度矩阵模型对进行定量的计算是十分必要的。
We get some new conclusions by the matrix theory, then it gives a computational method about the system of fundamental solutions.
文章用矩阵理论得出几个新结论，从而应用新结论得出基础解系的一种算法。
Bordered matrix has very wide applications in the matrix theory, many specialists and scholars had studied bordered matrices before.
加边矩阵在矩阵理论中有着非常广泛的用途，之前已经有许多专家、学者研究过这个问题。
This paper presents constraints removed method for self-stress mode problems of spoke structures based on equilibrium matrix theory.
本文在平衡矩阵理论的基础上，提出了针对车辐式结构的逐点去约束法。
In this paper we give a way by which find general term formula of second order linear recurrence sequence by means of matrix theory.
文章借助矩阵理论解决了一般二阶线性递推数列通项公式的求法问题。
On the basis of the transfer matrix theory, the authors have studied the transmission properties of the sampled chirped fiber grating.
运用传输矩阵理论，对取样啁啾光纤光栅的传输特性进行了模拟研究。
We also discuss the effect of GDOP with the number of satellites. It is also proved in theory that the lowest GDOP using the matrix theory.
讨论了卫星数量对GDOP的影响，并用矩阵理论对其最小值进行证明。
By using random matrix theory we find that the distribution of eigenvalues of correlation matrix of relative return also follows a power-law.
利用随机矩阵理论我们发现相对收益的关联矩阵的特征值分布也具有幂律的特征。
The effects of atomic coherence on fiber amplifiers pumped by two lasers with different frequences are studied by using density matrix theory.
用密度矩阵的方法从理论上分析了不同频率的两个激光场混合泵浦的光纤放大器中，由光场诱导的原子相干效应。
You can say that the proof USES nothing beyond elementary matrix theory, repeated use of the triangle inequality, and the pigeonhole principle.
你可以简要地说其实证明就是初等矩阵理论，三角不等式和鸽笼原理的运用。
The nilpotent matrix nature and applies the abstract: The nilpotent matrix is a kind of special matrix, has the vital role in the matrix theory.
幂零矩阵性质及应用摘要：幂零矩阵是一类特殊的矩阵，在矩阵理论中有重要的作用。
The Nature And Application Of Nilpotent Matrix Summary: Nilpotent matrix is a special type of matrix that has an important place in matrix theory.
幂零矩阵性质及应用摘要：幂零矩阵是一类特殊的矩阵，在矩阵理论中有重要的作用。
This article is assigned to Prove Strictly the experienced Hund rule according to the Principle of Quantum Mechanics and the applying of matrix theory.
本文的任务是，根据量子力学原理，并应用矩阵理论，证明经验的洪特定则。
It assumes a knowledge of matrix theory and, if not a thorough knowledge of, at least a certain maturing in the handling of functions of real variables.
它需要用到矩阵理论的知识以及一些即使不是全部的，至少也是相当成熟的处理实变函数的知识。
Since most chemical reactions are carried out in the liquid phase, the density matrix theory has been widely used in the study of molecular reaction dynamics.
由于多数化学反应在液相中进行，故密度矩阵理论被广泛地应用于研究液相分子反应动力学。
The transmittance of defect mode in one dimension photonic crystals with nonlinear absorptional dielectric materials was deduced by the transfer matrix theory.
从光子晶体的传输矩阵理论出发，推导了掺杂饱和吸收非线性介质的光子晶体的缺陷模的透射率，以及缺陷层中局域光的增强因子。
The resolving of matrix is the important content in the matrix theory, is a foundation of studying matrix, play an important role in much practical application.
矩阵的分解是矩阵论中的重要内容，是研究矩阵的基础，在很多实际应用中起着重要作用。
The resolving of matrix is the important content in the matrix theory, is a foundation of studying matrix, play an important role in much practical application.
矩阵的分解是矩阵论中的重要内容，是研究矩阵的基础，在很多实际应用中起着重要作用。
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