生物
分布(数学)
Probit模型
溶解
生物系统
人口
普罗比特
功能(生物学)
统计
遗传学
数学
分子生物学
数学分析
社会学
人口学
作者
Mark H. Adams,Felix E. Wassermann
出处
期刊:Virology
[Elsevier]
日期:1956-02-01
卷期号:2 (1): 96-108
被引量:15
标识
DOI:10.1016/0042-6822(56)90079-4
摘要
Phage release as a function of time in the one-step growth experiment is a close approximation to the integral of a normal frequency distribution. This suggests that the frequencies of bacterial lysis are normally distributed about a mean latent period. The use of the probit method to plot the data of the one-step growth experiment furnishes a sensitive method for studying nonrandom heterogeneity in a population of phage infected bacteria. Several examples of such nonrandom heterogeneity are presented and discussed.
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