1.
Refined Jacobi-Davidson Type Method for a Right Definite Two-Parameter Eigenvalue Problem
求解右定两参数特征值问题的精化的Jacobi-Davidson方法
2.
Singular Perturbation for Boundary Problem with Two Small Parameter under The Condition of Strong Stability;
强稳定下的两参数边值问题的奇摄动
3.
Singular Perturbation for Boundary Problem with Two Small Parameter under The Condition of Weak Stability;
弱稳定下的两参数边值问题的奇摄动
4.
numerical method of generalized eigenvalue problem
广义特征值问题数值解法
5.
Research on Sturm-Liouville Eigenvalue Problems
Sturm-Liouville特征值问题
6.
A Perturbation for Sturm-Liouville Eigenproblem with Small Parameter;
一类小参数Sturm-Liouville特征问题的摄动解
7.
Eigenexpansion Theorem of Dirac Problem of Boundary Conditions with Eigenparameters;
边界条件含特征参数的Dirac问题的特征展开定理
8.
CALCULATION OF THE FIRST AND SECOND ORDER PARTIAL DERIVATIVES OF EIGENPAIRS OF QUADRATIC EIGENVALUE PROBLEMS
二次特征值问题特征对的一阶与二阶偏导数
9.
The Super-convergence Method for Eigenvalue Problem with Discontinuous Coefficients;
对间断系数特征值问题的超收敛解法
10.
The Singularly Perturbed Boundary Value Problems with Two Parameters on a Subdomain
在局部区域上的两参数奇异摄动边值问题
11.
Positive Solutions to a Class of Second Order Two-point Boundary Value Problems with Parameters
一类含参数二阶两点边值问题正解的存在性
12.
Research on the Real Symmetric Matrix Inverse Eigenvalue Problems;
对含参量的实对称矩阵特征值反问题的研究
13.
The Relationship of the Change of the Smallest Eigenvalue and the Coefficients of the Boundary Value Problem of the Second Oorder;
二阶边值问题的最小特征值和系数的变化关系
14.
Numerical Approaches to Robust Partial Quadratic Eigenvalue Assignment Problems
鲁棒部分二次特征值配置问题的数值方法
15.
Two Eigenfunction Expansions of Dirac Operator with Three-point Boundary Condition;
两个三点边值的Dirac问题的特征展开定理
16.
The paper discusses the solution to the problems of the i nhomogeneous eigenvalue for two kinds of special non-symmetrical matrix. The rel ated numerical method is given.
提出并讨论了两类特殊的非对称矩阵的非齐次特征问题，且给出了数值算法和算例.
17.
Feature Value of Sturm-Liouville;
常型Sturm-Liouville问题的特征值
18.
A Characterization of Non-extreme Points of Numerical Ranges and Researches on Relative Problems;
数值域非端点的特征及相关问题的研究