Controlling nonlinear systems without complete control authority requires methods that can reason about and exploit the natural dynamics of our machines.
使用非完全控制权限的方法控制非线性系统，可以使我们的机器更好的利用自然动力。
The nonlinear dynamics as a science aims at exploring complexity and which provides an innovative way of understanding the real, complicated systems.
非线性动力学是一门旨在探索复杂性的科学，它提供了一套崭新的理解真实、复杂系统的概念和方法。
In this paper, using the methods in nonlinear analysis, this present paper, studies the quasilinear parabolic systems in population dynamics, and obtained the existence of the global solution.
本文采用非线性分析方法，研究生物种群动力学中一类拟线性抛物系统，得到解的整体存在性。
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