1.
Total (Quasi) Minimal Backward Perturbation Methods for Linear Systems;
求解线性方程组的总体（拟）极小向后扰动方法
2.
(Incomplete) Minimum Joint Backward Perturbation Methods for Large Unsymmetric Linear Systems;
求解大型非对称线性方程组的（不完全）最小联合向后扰动方法
3.
Research on the Restraint Method of Electromagnetic Disturbance of Commutator Electromotor;
换向器式电动机电磁骚扰抑制方法研究
4.
Numerical Methods of the Perturbed Backward Stochastic Differential Equations
带扰动的倒向随机微分方程的数值算法
5.
Analysis Method of Power Quality Disturbances Based on Wavelet Transform and Support Vector Machine;
基于小波变换和支持向量机的电能质量扰动分析方法
6.
Following such a disturbance, it is theoretically possible for the dynamo to reconstitute itself with an opposite direction of current flow.
在这扰动之后，对发电机来说，重新组建一个流动方向相反的发电机在理论上是可能的。
7.
It proposes a constance dynamic decoupling method for sensor, and designs decoupling network. The dynamic disturbance among various directions is reduced.
提出传感器不变性动态解耦方法，设计解耦网络，减小各方向之间的动态干扰。
8.
Research on Optimal Disturbances Rejection Control Approaches for Discrete-Time Systems with Time-Delays;
受扰时滞离散系统的最优扰动抑制方法研究
9.
Disturbance Rejection Based on Disturbance Observation for Magnetic Suspended Rotor
基于干扰观测器的磁悬浮转子扰动抑制方法
10.
The Finite Element Method for Singularly Perturbed Reaction-Diffusion Problems;
奇异扰动——扩散方程的有限元方法
11.
Establishment Chinese Anti-Sexual Harassment Legal System Towards Post-Modern Law;
中国反性骚扰法律制度建构的后现代向度
12.
On the Singular Perturbation Solution of Boltzmann Hierarchy for Two-Particles;
二粒子Boltzmann方程系的奇异扰动解法
13.
The Singular Perturbation Solution of Boltzmann Equations for a Gas-Mixture;
混合气体Boltzmann方程组的奇异扰动解法
14.
Study on Restraint Method on Electromagnetic Interference of Electric Turn-Table System;
电动转台系统电磁干扰抑制方法研究
15.
Perturbation Approximative Method of Nonlinear Motion Equation of A Simple Pendulum;
单摆非线性运动方程的微扰近似解法
16.
A method to extract target echoes in active sonar
主动声纳中混响干扰的一种抑制方法
17.
moving or directed or tending in a backward direction or contrary to a previous direction.
向后面的方向移动、朝向后面或倾向于后面，或者与先前的方向相反。
18.
But adjoint method and LSV method are based on linear theory and can only describe the development of small perturbations during the validity period of tangent linear model.
线性奇异向量方法也是一种线性理论，只能描述切线性模式有效时段内小扰动的发展。