The eigenvalue problems are discussed.
对本征值问题作了说明。
In this thesis, we discuss some eigenvalue problems of nonnegative tensors.
本文探讨非负张量特征值的若干问题。
In this paper a method is presented for solving Non-linear Eigenvalue problems.
对非线性特征值的求介本文提出了一种方法。
In this paper, two kinds of structure inverse eigenvalue problems are discussed.
本文主要讨论了两类结构矩阵的逆特征值问题。
According to the models property, the paper presents related eigenvalue problems.
根据模型的特点，提出了相应的特征值问题，求出了特征值和特征函数。
Last, I present some numerical results for one dimensal and two dimensal eigenvalue problems.
最后分别对一维二维问题给出了数值算例，其结果与理论相符。
When the constraint conditions are different, we can get a variety of inverse eigenvalue problems.
约束条件不同，则得到不同的特征值反问题。
Some nonlinear eigenvalue problems are re-studied and some improvments are made in the required results.
对一类非线性本征值问题进行了新的探讨，改进了已有结果。
In this paper, backward errors for seven kinds of structured unitary matrix eigenvalue problems are discussed.
本文讨论了七类结构酉矩阵特征值问题的向后误差。
An effective multi-grid method fit for the adaptive finite element analysis for generalized eigenvalue problems is proposed.
提出了一种适合于自适应有限元分析中求解广义特征值问题的多重网格方法。
Two new systolic arrays for Deconvolution and Eigenvalue problems are included to illustrate the use of our theoretical results.
文中提出了两个新的脉动阵列算法，用以阐述理论结果对复杂问题的应用。
Structured matrices occur in many scientific and engineering applications, and structured matrix eigenvalue problems are widely used.
结构矩阵在很多领域出现，结构矩阵特征值问题有着非常广泛的应用。
This paper introduces a polygon discretization technique into the network model decomposition method to solve waveguide eigenvalue problems.
本文将多边形离散技术引入网络模型分解法中，用来求解波导特征值问题。
The purpose of this paper is finding out an approach to solve inverse eigenvalue problems of damped mass-spring system by attaching known masses.
本文探讨了用附加已知质量的方法求解有阻尼质量弹簧系统逆特征值问题的可能性。
The purpose of this paper is to find out an approach of inverse eigenvalue problems of undamped mass-spring system by using an attached lump of known mass.
本文探讨了用附加已知质量的方法求解无阻尼质量弹簧系统的逆特征值问题的可能性。
Regarding the boundary shape of elastic structures as random variables, stochastic equations and boundary conditions that govern eigenvalue problems are set up.
将平面连续弹性体的几何边界形状考虑为随机量，建立了描述这种连续体特征值问题的随机微分方程和边界条件。
One kind of inverse eigenvalue problems, whose solutions are required to be normal or diagonalizable matrices, is investigated in quaternionic quantum mechanics.
本文研究了四元数量子力学中一类要求其解是正规或可对角化四元数矩阵的特征值反问题。
This includes normal and generalized inverse eigenvalue problem which includes the additive, multiplicative classical inverse eigenvalue problems as special cases.
包括常义特征值反问题和广义征值反问题，这类问题包括加法和乘法经典代数特征值反问题。
Dynamic condensation methods for finite element models have been broadly applied in eigenvalue problems of large structures, test analysis model correlation and so on.
有限元模型的动力缩聚法已被广泛地应用到大阶系统的特征分析、试验-分析模型的相关分析等领域中。
Using homotopy methods, this paper gives an analysis on the existence of zeros of the decomposable mapping, and finds its application to a class of nonlinear eigenvalue problems.
用同伦方法分析了可分解映射的零点存在性，并获得它对一类非线性特征值问题的应用。
By using the method of the gauge transformation, this paper obtains the gauge transformation of Eigenvalue problems of energy dependent potentials and the Backlund transformation.
用规范变换的方法，导出了位势依赖于能量的特征值问题的规范变换及相应的贝克隆变换。
There are all kinds of inverse eigenvalue and generalized inverse eigenvalue problems in the fields of structural design, vibration system, automation control and matrix decision etc.
在结构设计、振动系统、自动控制、矩阵对策等领域中存在各种各样的矩阵逆特征值问题及广义逆特征值问题。
In the systematic system, a direct method solution for symplectic eigenvalue problems is put forward. The symplectic method updated the solving system of the viscoelasticity to a new platform.
在辛体系下建立了一种辛本征解直接方法，将粘弹性力学求解方法和思路上升到一个新的平台。
This thesis construct an characteristic-like function and find a special matrix, transforming BSS into eigenvalue decomposing problems to solve a class problem of linear mixture.
本文构造了一个类特征函数，找寻了一个特殊矩阵，将BSS问题转化为此矩阵的特征值分解问题，解决了一类线性瞬时混合盲分离问题。 匆。
This thesis construct an characteristic-like function and find a special matrix, transforming BSS into eigenvalue decomposing problems to solve a class problem of linear mixture.
本文构造了一个类特征函数，找寻了一个特殊矩阵，将BSS问题转化为此矩阵的特征值分解问题，解决了一类线性瞬时混合盲分离问题。 匆。
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