1.
Approximation algorithm for complex optimal consumption/portfolio problems;
复杂最优消费组合问题的数值逼近解算法
2.
On the Numerical Approach Solution to the Problem of Boundary Layer of Singular Perturbation for the Differential Equation
微分方程奇异摄动边界层问题的数值逼近解
3.
The Finite Element Approximations for Elliptic Variational Problems and Their Numerical Computation;
椭圆型变分问题的有限元逼近及其数值求解
4.
Numerical and Analytical Approximate Solutions to Large Post-buckling Deformations of Some One-dimentional Elastic Structures
若干一维弹性结构后屈曲大变形的数值与解析逼近解
5.
On the Lebesgue Function of Generalized Freud-Type Weights and Two Kinds of Interpolation Approximation;
加权Lagrange插值的Lebesgue函数和两类插值逼近
6.
Approximation of C～*-Algebras Homomorphisms with Finite-Dimensional Range;
具有有限维值域的C～*-代数同态的逼近
7.
Hopf Bifurcation in Numerical Approximation for a Lienard Equation with Finite Delay;
有限时滞Lienard方程Hopf分支的数值逼近
8.
The approximation of Hermite interpolation on the weighted L_p norm
Hermite插值算子在加权L_p范数下的逼近
9.
The Segment Rational Quadratic Bézier Interpolation and Approximation to Functions
函数分段有理二次Bézier插值与逼近
10.
Mean convergence of derivative approximation by quasi-Hermite interpolation operators
拟Hermite插值算子导数逼近的平均收敛性
11.
Riesz Approximation of Set-valued Pramart
集值Pramart的Riesz逼近
12.
Approximation of Quasiconformal Mappings and Analytic Functions by Circle Packings;
拟共形映射与解析函数的圆填充逼近
13.
A Class of C~*-algebra with the Approximate Polar Decomposition Property
一类具有逼近极分解性质的C~*-代数
14.
Convergence of the Grünwald-Letnikov Scheme for a Class of Black-scholes Time-fractional Diffusion
一类分数次Black-Scholes方程数值逼近的收敛性
15.
The derivative approximation of modified Hermite interpolation on the weighted Lp norm
修改的Hermite插值算子在加权L_p范数下的导数逼近
16.
Functional Valued Padé-type Approximant and Degeneracies of Generalised Inverse Funtion-valued Padé Approximant and Applications in Integral Equations;
函数值Padé-型逼近与退化的广义逆函数值Padé逼近及在积分方程中的应用
17.
Research on Surface Interpolation and Approximation from Scattered Data;
基于散乱数据的曲面插值与逼近若干方法研究
18.
Numerical Approximation and Theorical Analysis of Several Kinds of Evolution Equations;
几类发展方程的数值逼近及其理论分析