2022
DOI: 10.1007/s10838-022-09600-x
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Prior Information in Frequentist Research Designs: The Case of Neyman’s Sampling Theory

Abstract: We analyse the issue of using prior information in frequentist statistical inference. For that purpose, we scrutinise different kinds of sampling designs in Jerzy Neyman’s theory to reveal a variety of ways to explicitly and objectively engage with prior information. Further, we turn to the debate on sampling paradigms (design-based vs. model-based approaches) to argue that Neyman’s theory supports an argument for the intermediate approach in the frequentism vs. Bayesianism debate. We also demonstrate that Ney… Show more

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Cited by 2 publications
(2 citation statements)
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“…Using Cochran's formula (Woolson et al, 1986), the proper sample size was 278 with a margin of error of 0.05, a confidence level of 0.95, and an estimated population percentage character of 0.5. Then, using Neyman's technique, samples were taken from each category so that the total sample size calculated using Cochran's formula was equal to the sum of the samples (Neyman, 1938;Kubiak and Kawalec, 2022). By employing this approach, the sample size for each category varied depending on the proportion of each group within the population.…”
Section: #T18mentioning
confidence: 99%
“…Using Cochran's formula (Woolson et al, 1986), the proper sample size was 278 with a margin of error of 0.05, a confidence level of 0.95, and an estimated population percentage character of 0.5. Then, using Neyman's technique, samples were taken from each category so that the total sample size calculated using Cochran's formula was equal to the sum of the samples (Neyman, 1938;Kubiak and Kawalec, 2022). By employing this approach, the sample size for each category varied depending on the proportion of each group within the population.…”
Section: #T18mentioning
confidence: 99%
“…Correlation and dependence are two different concepts [1][2][3][4]. The difference between dependence and correlation is not the main subject of this article, but simply speaking, dependence means causation [5] (Neyman Causal Inference [6,7]), while correlation implies the association of two variables. Compared to correlation, dependence is a stronger concept.…”
Section: Introductionmentioning
confidence: 99%