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在简要介绍多变量模糊系统的模糊穴－穴映射（ＦＣＭ－Ｉ）模型的基础上，提出了一种对多变量模糊系统进行分解的方法。此法的核心在于认为任何复杂系统的动态都是由其隐含的稳定子动态和不稳定于动态聚合而成，而系统特性则主要取决于决定性子动态的性质。并介绍了确定系统决定性子动态和基于其上的多变量模糊系统渐近分析方法。
On the basis of a brief introduction of fuzzy hole-hole mapping (FCM-I) model of multivariable fuzzy systems, a method of decomposing multivariable fuzzy systems is proposed. The essence of this method lies in the fact that the dynamics of any complex system is determined by its implicit stability and instability in the dynamic aggregation, while the properties of the system depend mainly on the nature of the decisive sub-dynamics. The deterministic sub-dynamics of the system and the method of asymptotic analysis based on multivariable fuzzy systems are introduced.