| 1. | 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。 |
| 2. | 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础。 |
| 3. | The range of super - brownian motions on hyperbolic space
双曲空间上超布朗运动的范围 |
| 4. | Asymptotic behavior of super brownian motion
临界超布朗运动的渐近行为 |
| 5. | A new representation on fractional brown motion
分数布朗运动的新表示 |
| 6. | On the computer analogue of brown ' s movement
布朗运动的计算机模拟 |
| 7. | Super - brownian motions with absolutely continuous measure states
具有绝对连续测度状态的超布朗运动 |
| 8. | The brownian movement of pollens also shows the fractal characteristics
花粉的布朗运动轨迹也具有分形特征。 |
| 9. | Moments of hitting time of geodesic sphere by brownian motion on riemannian mannifolds
黎曼流形上布朗运动关于测地球击中时的矩 |
| 10. | European option pricing driven by the combination of brownian motion and poisson process
布朗运动和泊松过程共同驱动下的欧式期权定价 |
