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Bacterial Density in Water Determined by Poisson or Negative Binomial Distributions

机译:泊松或负二项分布确定的水中细菌密度

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摘要

The question of how to characterize the bacterial density in a body of water when data are available as counts from a number of small-volume samples was examined for cases where either the Poisson or negative binomial probability distributions could be used to describe the bacteriological data. The suitability of the Poisson distribution when replicate analyses were performed under carefully controlled conditions and of the negative binomial distribution for samples collected from different locations and over time were illustrated by two examples. In cases where the negative binomial distribution was appropriate, a procedure was given for characterizing the variability by dividing the bacterial counts into homogeneous groups. The usefulness of this procedure was illustrated for the second example based on survey data for Lake Erie. A further illustration of the difference between results based on the Poisson and negative binomial distributions was given by calculating the probability of obtaining all samples sterile, assuming various bacterial densities and sample sizes.
机译:当泊松或负二项式概率分布可用于描述细菌学数据时,研究了如何从大量小量样本中获得数据时如何表征水体中细菌密度的问题。通过两个示例说明了在仔细控制的条件下进行重复分析时的泊松分布的适用性以及从不同位置和随时间收集的样品的负二项式分布的适用性。在负二项式分布合适的情况下,给出了通过将细菌计数分为同质组来表征变异性的程序。在第二个示例中,基于伊利湖的调查数据说明了此过程的有用性。通过计算获得所有无菌样本的概率(假设各种细菌密度和样本量),进一步说明了基于泊松分布和负二项式分布的结果之间的差异。

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