2021
DOI: 10.1111/1740-9713.01568
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Inference Using Non-Random Samples? Stop Right There!

Abstract: Statistical inference allows researchers to learn things about a population using only a sample of data from that population. But if it isn't a random sample, inference becomes tricky or outright impossible, as Norbert Hirschauer, Sven Grüner, Oliver Mußhoff, Claudia Becker and Antje Jantsch explain

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Cited by 15 publications
(14 citation statements)
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“…Therefore, it theoretically confirms there is a difference between the average of both distributions (workers and students). Nevertheless, this study is not reporting the p-values obtained, considering the sample is not a random sample, so the “inference becomes tricky or outright impossible” (Hirschauer et al, 2021 : 1), and researchers have preferred to maintain the importance of the size of the sample, rather than artificially randomising it.…”
Section: Methodsmentioning
confidence: 99%
“…Therefore, it theoretically confirms there is a difference between the average of both distributions (workers and students). Nevertheless, this study is not reporting the p-values obtained, considering the sample is not a random sample, so the “inference becomes tricky or outright impossible” (Hirschauer et al, 2021 : 1), and researchers have preferred to maintain the importance of the size of the sample, rather than artificially randomising it.…”
Section: Methodsmentioning
confidence: 99%
“…The structure and content of the survey were validated using a content and face validation [44] process that guarantees the appropriateness and relevance of the items as they appear to the persons answering the survey [45].…”
Section: Materials and Data Instrumentsmentioning
confidence: 99%
“…The introduction to this paper lists three suggestions to avoid the p-hacking problem made by Wasserstein et al (2019). More recently, Hirschauer et al (2021) state that formal inference might often be "tricky or outright impossible" when it is not clear whether the observed data represent a random sample. This paper provides software tools to implement some of those suggestions while de-emphasizing p-values.…”
Section: Pseudo-regression Coefficients and Final Remarksmentioning
confidence: 99%
“…We distinguish between (a) the practical numerical significance of a regressor in explaining the variation in the dependent variable, and (b) its statistical significance measured by the t-test based on the sampling distribution of the regression coefficient over the population of all-possible data samples. Hirschauer et al (2021) emphasize sample selection problems with traditional inference. The t-test p-values (used by p-hackers) rely on the unverified assumption that errors are normally distributed.…”
Section: Introduction and Avoiding P-hacking With Enhanced Regression Toolsmentioning
confidence: 99%