这再次回到了用户的期望值问题上。
研究一类特征值问题及其应用。
研究一类特征值问题及其应用。
研究了一类椭圆型算子的特征值问题。
Eigenvalue problem of a class of elliptic operators is studied.
最后，浅谈了矩阵逆特征值问题的应用。
Finally, we simply talk about the application and development of inverse eigenvalue problem.
将极大值问题转化求解特征值积分方程。
The maximization problem can be changed into an eigenvalue integral equation.
对本征值问题作了说明。
从而将条件驻值问题转化为无条件驻值问题。
Then a conditional stationary problem is transformed into an unconditional stationary problem.
推广了经典的圆内接三角形面积最大值问题。
Classical maximum area of inscribed triangle is extended in this paper.
最后，注意估值问题。
其中包括计算矩阵的特征值问题，误差问题等。
Including the calculation of matrix eigenvalue problem, error and so on.
本文主要讨论了两类结构矩阵的逆特征值问题。
In this paper, two kinds of structure inverse eigenvalue problems are discussed.
特征值问题的计算方法是科学计算基本论题之一。
The calculation of eigenvalue problem is one of the basic topics of scientific computing.
本文讨论了参数形式分形插值问题(PFIP)。
This paper discusses fractal interpolating problem of parametric form (PFIP).
这是边界元算法在波导本征值问题中的深入应用。
This is an extended application of the boundary element method in electromagnetic field eigenvalue problem.
卡车调度可以化为一个受多变量影响的最值问题。
The truck dispatching can be taken as a multivariable optimization problem.
本文讨论了七类结构酉矩阵特征值问题的向后误差。
In this paper, backward errors for seven kinds of structured unitary matrix eigenvalue problems are discussed.
本文对求工程特征值问题的矩阵反迭代法作了改进。
New algorithm of matrix inverse iteration on the eigenvalue problem are presented in this paper.
从初等数学到高等数学，我们经常研究函数的最值问题。
From elementary mathematics to advanced mathematics, we have been studying the issue of the maximum and minimum of the function.
提出了一种用于对称区间矩阵特征值问题求解的直接优化法。
A direct optimization method is presented in the paper for solving eigen problems of interval matrices.
以这种配对方式为基础，对一个极大值问题作了计算机模拟。
An experimental calculation based on the proposed matching selection for a maximum problem was performed.
用微波网络方法求解径向任意介质分布圆柱介质波导的本征值问题。
The eigenvalue problem of radially inhomogeneous cylindrical dielectric waveguides is solved by microwave network method.
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。
Structured matrices occur in many scientific and engineering applications, and structured matrix eigenvalue problems are widely used.
在介质本征值问题的理论研究中，重点研究二维周期介质纵向导波问题。
In the theoretical research of the dielectric eigenvalue problem, stress is emphasized on the longitudinal characteristic modes in two-dimensionally periodic dielectric.
进而将积分方程形式的特征值问题转化为无穷阶矩阵的标准特征值问题。
And the eigenvalue problem of integral equation is transformed into a standard eigenvalue problem of a matrix with infinite order.
然后由叠加原理将环扇形板的自由振动问题转化为积分方程特征值问题；
Then the eigenvalue problem of free vibration of annular sector plates is transformed into the eigenvalue problem of integral equation by using superposition theorem.
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。
This paper introduces a polygon discretization technique into the network model decomposition method to solve waveguide eigenvalue problems.
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 characteristics of the eigen value problem of general viscoelastic structure are analyzed and its modal analysis method is put forward in this paper.
传统结构重要度分析方法是基于数值模式(0,1)的方法，是确定的二值问题。
The traditional analysis method of structure importance is a determined logical problem which is based on numerical mode (0, 1).
由于火焰传播问题是特征值问题，本文采用固定燃烧器内某一点温度的方法求解。
Because this problem is an eigenvalue problem the thesis USES the method of fixing the temperature at one point to solve it.
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