Stochastic dynamics studies various stochastic dynamical processes and phenomena in nature, engineering and society using probability and statistics.
随机动力学系用概率与统计方法研究自然界、工程及社会中各种随机动力学过程与现象。
Therefore, establishing the stochastic models between the population dynamics and economic growth has some theoretical significance.
因此，建立人口动态与经济增长之间的随机模型具有重要的理论意义。
The mesoscopic dynamics of a chemical chaos model was studied by stochastic simulations.
用随机模拟方法研究了化学混沌模型的介观动力学。
The mesoscopic dynamics of a chemical chaos model was studied by stochastic simulations in this paper .
本文用随机模拟方法研究了一化学混沌模型的介观动力学。
The working process of mechanism is a stochastic process. In order to research this process, in recent years some people advanced statistical dynamics.
机构的工作过程是一个随机过程，为研究这一过程，近年来人们提出了统计动力学。
Known from the theory of chaos, multi-fractal of stochastic process is a key characteristic of its dynamics, of which entropy rate is a special fractal dimension named information dimension.
从混沌的角度来看，随机过程的多重分形谱是动力系统的重要特征，熵率只是多重分形维中特殊的一维，即信息维。
Chaos is an inner stochastic motion happening in fixed non-linear dynamics system.
混沌是发生在确定性非线性动力学系统中的一种内在随机运动。
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。
The effect of internal noise on mesoscopic chemical dynamics is studied using stochastic simulation and chemical Langevin equations, with special focus on surface catalytic systems and life systems.
以生命和表面催化体系为对象，研究了介观化学体系中内涨落对体系非线性动力学行为的调控作用。
The influence of the stochastic external environment upon the population dynamics system have never been considered in ordinary age-dependent system models.
对人口系统的讨论，通常的数学模型没有考虑外界环境对系统的影响。
The influence of the stochastic external environment upon the population dynamics system have never been considered in ordinary age-dependent system models.
对人口系统的讨论，通常的数学模型没有考虑外界环境对系统的影响。
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