浑沌理论突破了经典科学范畴，丰富了河流学，在生产实践中有广阔应用前景。
The turbid theory has broken through category of classic science and enriched potamology, so it will have a broad prospect of application.
由于它与浑沌理论、分形几何等领域有着紧密的联系，因此引起了数学界和其它领域的巨大兴趣和关注。
Because it is closely related to the chaos theory and fractal geometry, there are increasing interest not only in the mathematics but also in the other relating fields.
浑沌学理论用整体观来看待二语习得，有助于我们加深对二语习得的认识。
Chaos Theory views SLA with a holistic approach and is helpful for us to have a better understanding of SLA.
从浑沌学理论来看，二语习得是一个复杂的、动态的、有序与无序并存的非线性系统。
According to Chaos Theory, SLA is a complex dynamic ordered-and-unordered nonlinear system.
从非线性动态系统的定性理论出发，研究非线性控制和优化系统中的浑沌运动。
Chaotic behaviours in nonlinear control and parameter-optimized systems are studied in this paper from the viewpoint of qualitative theory of nonlinear dynamical systems.
结论是，从理论上讲，一些确定性系统在一定条件下可以表现出浑沌行为，同时讨论了对生态系统中浑沌现象研究的几种不同观点。
It is concluded that some deterministic systems show chaotic behaviors under some conditions theoretically. several viewpoints about. chaos in ecological systems is also discussed.
结论是，从理论上讲，一些确定性系统在一定条件下可以表现出浑沌行为，同时讨论了对生态系统中浑沌现象研究的几种不同观点。
It is concluded that some deterministic systems show chaotic behaviors under some conditions theoretically. several viewpoints about. chaos in ecological systems is also discussed.
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