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Estimating Bacterial Growth Parameters by Means of Detection Times
Author(s) -
József Baranyi,
Carmen Pin
Publication year - 1999
Publication title -
applied and environmental microbiology
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.552
H-Index - 324
eISSN - 1070-6291
pISSN - 0099-2240
DOI - 10.1128/aem.65.2.732-736.1999
Subject(s) - mathematics , lag , statistics , growth rate , constant (computer programming) , transformation (genetics) , variance (accounting) , population , lag time , analysis of variance , bacterial growth , generation time , steady state (chemistry) , biological system , biology , chemistry , computer science , bacteria , business , computer network , sociology , genetics , geometry , accounting , programming language , demography , gene , biochemistry
We developed a new numerical method to estimate bacterial growth parameters by means of detection times generated by different initial counts. The observed detection times are subjected to a transformation involving the (unknown) maximum specific growth rate and the (known) ratios between the different inoculum sizes and the constant detectable level of counts. We present an analysis of variance (ANOVA) protocol based on a theoretical result according to which, if the specific rate used for the transformation is correct, the transformed values are scattered around the same mean irrespective of the original inoculum sizes. That mean, termed the physiological state of the inoculum,α̂, and the maximum specific growth rate, μ, can be estimated by minimizing the variance ratio of the ANOVA procedure. The lag time of the population can be calculated as λ = −ln α̂/μ; i.e. the lag is inversely proportional to the maximum specific growth rate and depends on the initial physiological state of the population. The more accurately the cell number at the detection level is known, the better the estimate for the variance of the lag times of the individual cells.

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