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- W2322146974 abstract "This paper discusses the interpretation of frequency data when the series of observed frequencies is assumed to arise from a population in which the expected frequencies form a geometric progression. Such situations occur in the study of steadily increasing insect populations and similar phenomena, where the common ratio of frequencies is related to the rate of growth of the population. The estimation of the common ratio, and tests for the significance of departure from geometric trend, are discussed. Asymptotic formulae for the tail probabilities in large samples are determined. The methods and tests of significance are illustrated by application to some experimental data." @default.
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- W2322146974 title "Fitting a Geometric Progression to Frequencies" @default.
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- W2322146974 doi "https://doi.org/10.2307/2527858" @default.
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