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macroscopic brownian motion 宏观布朗运动
Random walks, brownian motion, diffusion. 随机行走，布朗运动，扩散。
Hurst exponent plays an important role in brownian motion. hurst指数是描述分数布朗运动的重要指标。
If Geometric Brownian motion the is not assumed, the formula fails. 在许多复杂的股价模型下, 买权的解将会更具挑战性。
The origin of flocculation is found in the Brownian motion of particles. 絮凝的起因是建立在粒子布朗运动的基础上。
As we all known, Brownian motion is an important type of stochastic process. 我们大家都知道，布朗运动是一类很重要的随机过程。
In his paper, Einstein derived some of the basic math behind Brownian motion. 在他的论文中，爱因斯坦导出了布朗运动的一些基本数学式。
In 1827, upon observing a suspension of pollen grains in water, he discovered BROWNIAN MOTION. 在1827年，在观察水中悬浮的花粉粒时，发现了布朗运动。
Particles in Brownian motion can often be seen in colloids under special conditions of illumination. 布朗运动中的颗粒在特殊的照明条件下可以通过胶体的形式被观察到。
This simple result is at the root of the arithmetic and algebra of Brownian motion and particle diffusion. 这个简单的结果是粒子扩散和布朗运动的算术和代数基
The path of a particle in Brownian motion is erratic and frequently changes direction. 一个布朗运动粒子的路径是不规则的，并且常常改变方向。
These devices exploit the fact that Brownian motion displaces small particles farther than it does big ones. 这些元件利用的原理是，布朗运动让较小的粒子移动得比大的粒子远。
Achieving control of a single liquid particles Brownian motion, as well as on the single particle nature of light scattering provides a new means. 实现控制液相中单个微粒的布朗运动，也为研究单个微粒的光散射性质提供了新手段。
Specifically, a new entry decision model will be developed based on the assumption that operating income growth follows geometric Brownian motion. 本研究假设营收服从几何布朗运动下，发展崭新的进入决策模式，以作为国外投资者进入与退出台湾温泉观光事业之策略选择的参考。
The property of fractional Brownian motion(FBM)is studied in a time and time-scaledomain. 从时域和时间尺度域研究了分数布朗运动的特性。
A signal model based on Fractional Brownian Motion(FBM) is a common model in nature. 分形布朗运动 (FBM)信号模型是常见的描绘自然现象和物体过程的一种信号模型 .
Review of the major theory interpretation of Brownian Motion,brief the results of different theory. 回顾布朗运动的主要理论解释 ,简述不同理论的一些结果
The theory of Brownian motion is the foundation of the pricing theory of Black Scholes. 布朗运动理论是布莱克 -舒尔斯期权定价理论的基础 .
This paper studied the application of Fractional Brownian Motion (FBM) to terrain by Digital Elevation Map (DEM). 研究了分形布朗运动 (FBM)模型在DEM数字高程地形地貌分析中的应用 .
The DNA's jiggle was added to suggest Brownian motion caused by thermal energy and agitation by surrounding molecules. DNA分子的摆动，是由于周围环境中分子的热运动而产生的布朗运动。