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- The Rice Condition Number of Quadratic Eigenvalue Problem 二次特征值问题的Rice条件数
- The Centroskew Symmetric Solution of the Inverse Quadratic Eigenvalue Problem and Its Optimal Approximation 二次特征值反问题的中心斜对称解及其最佳逼近
- THE CENTROSYMMETRIC SOLUTION OF THE INVERSE QUADRATIC EIGENVALUE PROBLEM AND ITS OPTIMAL APPROXIMATION 一类二次特征值反问题的中心对称解及其最佳逼近
- quadratic eigenvalue problem 二次特征值问题
- INVERSE QUADRATIC EIGENVALUE PROBLEMS ASSOCIATED WITH DAMPED MASS-SPRING SYSTEMS 阻尼弹簧-质点系统中的逆二次特征值问题
- ON THE SENSITIVITY OF MULTIPLE EIGENVALUES OF QUADRATIC EIGENVALUE PROBLEMS DEPENDENT ON SEVERAL PARAMETERS 多参数二次特征值问题重特征值的灵敏度分析
- A class of eigenvalue problems is studied. 摘要研究一类特征值问题及其应用。
- To this end we shall first consider the following eigenvalue problem. 为此目的,我们将首先考虑下列的本征值问题。
- In this paper, we consider inverse eigenvalue problem for matrix A_n=D_n+B_n. 本文考虑矩阵A_n=D_n+B_n特征值反问题。
- Wilkinson J H.Algebraic Eigenvalue Problem[M].Oxford;Oxford University Press. 卢开澄.;计算机算法导引-设计与分析[M]
- An inverse eigenvalue problem for damped gyroscopic systems is considered. 本文考虑一类阻尼陀螺系统特征值反问题。
- Quadratic inverse eigenvalue problem 草二次特征值反问题
- The Hermite polynomials are obtained from the eigenvalue problem by means of plausible reasoning. 从厄米本征值问题出发，经过合情推理，归纳出厄米多项式的递推公式，并猜想出通项公式。
- Abstract: The characteristics of the eigenvalue problem of general viscoelastic structure are analyzed and its modal analysis method is put forward in this paper. 文摘:分析了一般粘弹结构特征值问题的特点，建立了一般粘弹结构的模态分析方法。
- The design of machine tool spindle with dynamic properties can be classified as the solution to inverse eigenvalue problem. 机床主轴的动态特性设计可归结为特征值反问题的求解。
- Finally, the problem is converted to the generalized eigenvalue problem, so that the maximum proportional gain can be optimized. 最后，将问题转化为广义特徵值问题，以期对最大比例增益界进行优化。
- Some applications of this method in the eigenvalue problems are demon-strated. 举例说明了这方法在本征值问题中的应用。
- In this paper,based on an adjoint symplectic subspace iteration method,an iteration method is proposed to solve eigenvalue problem of gyroscopic system. 转子系统的有限元分析可以导出陀螺系统的本征值问题,而陀螺本征值问题可在哈密顿体系下求解。
- The characteristics of the eigenvalue problem of general viscoelastic structure are analyzed and its modal analysis method is put forward in this paper. 分析了一般粘弹结构特征值问题的特点，建立了一般粘弹结构的模态分析方法。
- The eigenvalue problem concerns two first-order ordinary differential equations and one second-order equation.Their coefficients depend on physics variables and gradients. 这些常微分方程的系数依赖于流动的基本流场的物理量及其梯度。
