Chaos theory attempts to explain the fact that complex and unpredictable results can and will occur in systems that are sensitive to their initial conditions.
混沌理论尝试解释在系统中可以和将出现复杂和不可预知的结果事实，系统对其初始条件是敏感的。
This sensitive dependence on initial conditions is the essence of the Chaos Theory.
这种对初始条件的敏感依赖性是混沌理论的精髓。
Chaos is a deterministic nonlinear structure, which is not a stochastic process, but sensitive dependence on initial conditions. Studies in numerous fields have shown the existence of chaos dynamics.
混沌是一种确定性的非线性运动，它不是随机的但对初始条件敏感依赖，许多领域的研究证实了混沌的存在。
Chaos is sensitive to initial conditions and parameters.
混沌对初始条件和参数具有敏感依赖性。
In this paper, it is introduced that transitivity arise some sufficient condition which sensitive dependence on initial conditions and chaos.
给出由传递性产生初值敏感及混沌的几个充分条件。
Because chaos is characterized by "supersensitivity" to the initial conditions and long term non-forecasts of trajectories, control of chaos is of much importance for the application.
由于混沌运动具有初值敏感性和长时间发展趋势的不可预见性，混沌控制就成为混沌应用的关键环节。
Because chaos is characterized by "supersensitivity" to the initial conditions and long term non-forecasts of trajectories, control of chaos is of much importance for the application.
由于混沌运动具有初值敏感性和长时间发展趋势的不可预见性，混沌控制就成为混沌应用的关键环节。
应用推荐