Fractal Brownian Motion Model of Multipath Fading Channels
多径衰落信道的分数布朗运动模型
ONE RESULT ABOUT THE LOCAL TIME OF REFLECTING BROWNIAN MOTION
关于反射布朗运动局部时的一个结果
THE HITTING DISTRIBUTION OF A STRIP FOR PLANAR BROWNIAN MOTION
平面布朗运动首中带形之分布
Analyzing Rotor Rotating Error Using Fractional Brownian Motion
基于分数布朗运动的转轴径向回转误差分析
Brownian motion in a periodic potential driven by colored noise
色燥声驱动的布朗粒子在周期势场中的运动
Theory of fractal Brownian motion on investment decision making
投资机会决策中分数布朗运动理论
Brownian motion is a special case of fractional Brownian motion.
布朗运动是分数布朗运动的一种特殊情况。
Brownian Motion and Some Uniqueness Theorems of Analytic Functions
布朗运动与解析函数的几个唯一性定理
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 Stability Analysis and Description of Ffactional Brownian Motion
分数布朗运动的平稳性分析与描述
Curvilinear boundary crossing probability of standard Brownian motion
标准布朗运动关于曲线边界通过的概率
Pricing of Option under Fractional Brownian Motion and Stochastic Rate
随机利率下服从分数布朗运动的期权定价
THE ECONOMIC MODEL OF THE GEOMETRIC BROWNIAN MOTION WITH POISSON JUMPS
带泊松跳跃的几何布朗运动的经济模型
The hitting distribution of an ellipse for Brownian motion at a plane.
平面布朗运动首中椭园之分布
Maximum Likelihood Estimation of Superimposed Fractional Brownian Motion
叠加分数布朗运动的极大似然估计
Empirical Analysis and Simulation of Stock Price Based on Brownian Motion
基于布朗运动的股价模拟与实证分析
The Multifractal Analysis for the Sample Paths of Additive Brownian Motion
可加布朗运动样本轨道的重分形分析
Pricing European Foreign Currency Options under Fractional Brownian Motion
分形布朗运动下的欧式外汇期权定价
Study of Lookback Option Pricing in Fractional Brownian Motion Environment
分数布朗运动条件下回望期权的定价研究
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。
Application of toy laser to film interference and Brownian motion experiments
玩具激光器在薄膜干涉和布朗运动实验中的巧用
FIRST HITTING TIME AND LAST EXIT TIME OF A SPHERE FOR ITERATED BROWNIAN MOTION
迭代布朗运动关于球面的首中时与末离时的分布
The Elastic Collision Mechanism of Brownian Motion Leads to the Lagevin Equation
从布郎运动的碰撞机制导出郎之万方程
The Moment Generating Function for Occupation Measure of Additive Brownian Motion
可加布朗运动逗留时的矩母函数
So Brownian motion, which happens to have a roughness number of two, goes around.
所以布朗运动，碰巧粗糙度为2，就是转圈圈。
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