通常的例子，汇总数据的平均数，中位数和模式，而更复杂的标准偏差和泊松分布。
The usual examples of aggregated data are average, median and mode while the more complicated are standard deviation and Poisson distribution.
我们还发现，亚泊松分布对热平衡光子数很敏感。
We also find that the sub-Poissonian distribution is sensitive to the thermal photons.
同时采用速度压力修正法求解n - S方程和泊松压力方程，得到了雷诺数较低条件下的水平输油管线周围的流场分布。
The N-S and Possion equations were calculated by using the velocity and pressure modification method at the same time. The surrounding current field at lower Renold number was then obtained.
同时采用速度压力修正法求解n - S方程和泊松压力方程，得到了雷诺数较低条件下的水平输油管线周围的流场分布。
The N-S and Possion equations were calculated by using the velocity and pressure modification method at the same time. The surrounding current field at lower Renold number was then obtained.
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