本文给出奇异线性系统的另一描述。
Another description of singular linear systems is presented in this paper.
研究了奇异线性系统初值问题解存在唯一的充要条件，并给出了其求解公式。
Sufficient and necessary conditions for existence and uniqueness of solutions for initial value problems of singular system are studied in this paper, and the formula of solution is given.
研究了一类奇异线性系统初值问题可解的充要条件及通解公式，给出了奇异线性系统的化简方法及其简单形式，所得结果统一和推广了正常线性系统的相应结。
The formulas of general solutions and sufficient and necessary conditions of solutions of the initial value problems for a class of singular linear system are studied.
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 original system with both input and state time delays was first rewritten into a form without any time delays by a nonsingular linear transformation.
讨论隐含离散时间奇异非线性系统的精确线性化问题。
The exact linearization of a class of implicit discrete-time nonlinear singular systems is studied.
第五章用规范形理论求出了非线性系统的分岔响应方程，用奇异性理论得到了系统的转迁集和分岔图。
The transition set and the bifurcation figures of the nonlinear systems have been achieved by the singularity theory.
它不仅能提供对不同系统的奇异性的一个完整描述，并能用来分析和测量非线性系统的非周期循环长度。
It not only offers different systems for a complete description of the singularity and can be used to analyze and measure the non-linear system cycle length.
本文定义了一类“近乎双线性”系统。可用以近似一类奇异摄动双线性系统，而且可以描述某些实际工业对象。
In this paper, a class of "nearly bilinear" systems is defined, which can not only approximate singular perturbation bilinear systems, but also describe some practical industry processes.
本文定义了一类“近乎双线性”系统。可用以近似一类奇异摄动双线性系统，而且可以描述某些实际工业对象。
In this paper, a class of "nearly bilinear" systems is defined, which can not only approximate singular perturbation bilinear systems, but also describe some practical industry processes.
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