The deformation procedure shown in this paper is an expert system that makes use of linear transformation of vertices.
变形的过程中显示这个文件是一个专家系统，利用线性变换的顶点。
The results show that the UPOs embedded in the chaotic system can be stably controlled by changing the linear transformation matrix of system variables.
结果表明，通过改变系统变量之间的线性变换矩阵，可以实现混沌系统中各种不稳定周期轨道的稳定控制。
The original system with both input and state time delays was first rewritten into a form without any time delays by a nonsingular linear transformation.
为了简化变结构控制器的设计，首先通过非奇异线性变换将含状态时滞和输入时滞的线性系统化为无时滞系统。
The possibility of using the optimization methods in realizing a given linear transformation of patterns by optical system is discussed.
本文着重讨论了在为实现一般线性变换而进行的光学系统设计中采用优化方法的可能性。
Firstly, applied coordinates transformation and input transformation, the nonlinear system is transformed into partially linear controllable system.
首先通过坐标变换和输入变换，将非线性系统变换为部分线性可控系统。
With the aid of discrete Du's Transformation, we can solve the zero-state response of a discrete-time system usually described by a linear difference equation.
利用离散杜氏变换，给出线性离散系统零状态响应计算式，并可用以解线性差分方程；
The main features of the system are piecewise linear gray level transformation, slope angle adjustment, mapping and normalization, feature distilling.
本系统主要特征是分段线性灰度变换、斜度调整、射归一、征提取。
Thus by nonlinear state transformation and nonlinear state feedback, the original 6 order nonlinear attitude model of a spacecraft is partially precisely linearized into a 2 order linear system.
这样通过非线性状态变换和非线性状态反馈，将飞行器原来的6阶非线性姿态模型部分精确线性化为二阶线性系统。
The inverse problems are researched on linear transformation, system of linear equations, diagonalizing of matrix, and so on.
本文就线性代数中几个重要知识点：线性变换、线性方程组的解、矩阵对角化等的逆向问题进行研究。
A linear transformation was proposed to decouple the robot system model, and a controller was obtained by using the pole assignment in the decoupled system.
提出通过线性变换对机器人系统解耦，将高阶系统转化为解耦的低阶系统进行控制的方法，并且应用极点配置对解耦的系统求解机器人控制器。
By means of the feedback linearization procedure of differential geometry, an equivalent, fully controllable and linear model was derived via a homomorphic transformation for the AMT clutch system.
进一步应用基于微分几何的反馈线性化方法，将原非线性系统等价为完全可控型线性化模型。
By using the techniques of the matrix decomposition and the system transformation, the set-valued filtering for stochastic singular linear systems is also designed.
利用矩阵分解和系统变换的技巧，得到广义随机系统的集值滤波方程。
By using the techniques of the matrix decomposition and the system transformation, the set-valued filtering for stochastic singular linear systems is also designed.
利用矩阵分解和系统变换的技巧，得到广义随机系统的集值滤波方程。
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