In this paper, an identification method of bilinear system under small samples is proposed.
本文提出了双线性系统的一种小样本辨识方法。
They are the generalization of the computation formula of nonlinear transfer function for SISO bilinear system.
它是SISO双线性系统非线性传递函数计算公式的推广。
The main problems for bilinear system tolerance control are dealing with nonlinear item in the model and stabilizing all models in the same time.
双线性系统容错控制的主要问题在于处理模型中的非线性项与多模型同时镇定。
Then by using multi-dimension Laplace transform, the computation formula of nonlinear transfer function matrices for MIMO bilinear system are deduced.
然后，利用多维拉普拉斯变换，推导出双线性系统非线性传递函数矩阵的计算公式。
The related proof of such a kind of discrete-time singular bilinear systems may be regarded as the extension of the normal discrete-time bilinear system.
对于这一类离散广义双线性系统有关理论的证明，可以看作是正常离散广义双线性系统的拓广。
The nonlinear system as linear system in form is composed of multiplicative control and additive control items in bilinear system using coordinate transformations.
使用坐标变换，将双线性系统中的倍增控制项和叠加控制项重新组合成与线性系统有相同形式的非线性系统。
Lie bracket conditions of matrices of bilinear control systems are given in the paper. Under these conditions the states of a bilinear system can be triangularized.
本文给出了双线性系统系数矩阵的李括号条件，在此条件下，可使双线性系统状态三角化。
For a single-input bilinear singular system, a stable region of closed loop system around the origin is approached.
对单输入的双线性广义系统，探讨出闭环系统在原点附近的一个稳定域。
Finally, a Signcryption Scheme based on Bilinear Pairings is designed according to the Bilinear Pairings of elliptic curve, and put into use in security Email system.
最后，在上述研究基础上，结合椭圆曲线的双线性对，设计了一个基于身份的签密方案，并将其应用于安全电子邮件系统中。
Based on the delay-coordinate reconstruction and bilinear expressions in the phase space of a chaotic system, a bilinear adaptive filter was designed to predict low-dimensional chaotic time series.
基于混沌动力系统相空间的延迟坐标重构和双线性表达式，设计了预测混沌时间序列的双线性自适应预测滤波器。
On the basis of cyclic carry control of variable structure system with standard bilinear proportion a variable structure with bilinear proportion differentiation is studied.
在标准型双线性比例变结构系统循环进位控制的基础上，研究这种系统的比例—微分变结构控制。
Equations of sliding mode for bilinear variable structure control system are structured by employing method of equivalent control.
使用等价控制方法构成双线性变结构控制系统的滑动模态方程。
This paper presents an iterative algorithm of optimal control for discrete time nonlinear systems, according to the differences of the real system and its bilinear model.
针对双线性模型与实际系统之间的差异，提出一种基于双线性模型求解非线性动态系统最优控制的迭代算法。
An experimental model for studying the dynamic response of bilinear hysteretic system is developed.
本文介绍一个研究双线性滞后系统响应的实验装置。
In the process of identification, a bilinear model, based on which the identification equations are obtained, is used to describe the memorial restoring force of the nonlinear hysteretic system.
在识别过程中，将非线性迟滞系统的记忆恢复力用双折线模型来描述，并由此模型写出非线性迟滞系统的参数识别方程。
On this basis, sectionalized linearization of bilinear hysteretic structural characteristics and bilinear hysteretic filtering of structural system are put forward.
在此基础上，又提出了双线形滞后体系的随机分段线性化法和双线形滞后体系的随机分段线性滤波器。
On this basis, sectionalized linearization of bilinear hysteretic structural characteristics and bilinear hysteretic filtering of structural system are put forward.
在此基础上，又提出了双线形滞后体系的随机分段线性化法和双线形滞后体系的随机分段线性滤波器。
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