1.
Three-Layer Feed forward Artificial Network Global Optimum Approach;
三层前向人工神经网络全局最优逼近
2.
The Parameter Curve Optimal Approximating Based on MATLAB
基于MATLAB参数曲线的最优逼近
3.
The method of 3D VSP wave field separation for high fidelity and optimization
3D VSP高保真最优逼近逐一波场分离方法
4.
Researches on Optimal Approximation of Functions in L~1-space by Using the VSOW Method Based on Strong Convergence
L~1-space中基于强收敛意义下函数最优逼近的VSOW法研究
5.
Optimal Control for Nonlinear Large-Scale Systems: a Successive Approximation Approach;
非线性大系统最优控制：逐次逼近法
6.
Stability of the Optimal Solution Sets of Approximation Problems for Stochastic Programming
随机规划逼近问题最优解集的稳定性
7.
Optimal Error Estimates for Fourier Spectral Approxiation of the Generalized KdV Equation
广义KdV方程Fourier谱逼近的最优误差估计
8.
Optimality Conditions and Approximation Algorithm of Nonsmooth Optimization Problems;
非光滑优化问题的最优性条件及其逼近算法
9.
Research on Improved Successive Approximation Approach for Optimal Control of Nonlinear Systems;
非线性系统最优控制的改进逐次逼近法研究
10.
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
11.
The Second Order Approximation in Optimal Design of Structure and its Algorithm Realization;
结构最优设计中的二次逼近及算法实现
12.
On the Best Chebyshev Exponential Approximation;
函数的最佳Chebyshev指数逼近
13.
Optimal Control for Discrete Nonlinear Time-delay Systems with Applications: A Successive Approximation Approach;
离散时滞非线性系统最优控制的逐次逼近设计及应用
14.
Wavelet Transform Based Optimal Point-wise Control of Distributed Parameter Systems;
小波逼近法在分布参数系统最优点式控制中的应用
15.
Feedback Control Is the Inevitable Course Which Makes Sports Teaching and Training Approaching Optimization;
反馈控制是促使体育教学与运动训练向最优化逼近的必由之路
16.
A method of solving optimal inventory control with Chebshev approximation
一种利用切比雪夫逼近求解库存最优控制的方法
17.
Approximation of the optimal boundary control for population systems with spatial diffusion
具有年龄结构和空间扩散种群系统的最优边界控制的逼近解
18.
Time Optimal Control of System Governed by Integro-Differential Equations and Meyer Approximation of Time Optimal Control on Infinite Dimensional Spaces;
积微分方程的时间最优控制和无限维空间中时间最优控制的Meyer逼近