2021
DOI: 10.1007/s11135-021-01215-6
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Functions of units, scales and quantitative data: Fundamental differences in numerical traceability between sciences

Abstract: Quantitative data are generated differently. To justify inferences about real-world phenomena and establish secured knowledge bases, however, quantitative data generation must follow transparent principles applied consistently across sciences. Metrological frameworks of physical measurement build on two methodological principles that establish transparent, traceable—thus reproducible processes for assigning numerical values to measurands. Data generation traceability requires implementation of unbroken, docume… Show more

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Cited by 16 publications
(51 citation statements)
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“…different ways, also in psychology, such as counts of test responses of defined correctness (e.g., in attention or achievement tests; Uher, 2020bUher, , 2022.…”
Section: Numerical Traceability: Establishing Known Quantity-results ...mentioning
confidence: 99%
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“…different ways, also in psychology, such as counts of test responses of defined correctness (e.g., in attention or achievement tests; Uher, 2020bUher, , 2022.…”
Section: Numerical Traceability: Establishing Known Quantity-results ...mentioning
confidence: 99%
“…This entails serious methodological problems because lack of transparency in data generation cannot be remedied by even the most transparent, sophisticated and robust data analysis of any preregistered study. Transparent data generation requires specification of (1) the system of the empirical phenomena studied (the referents; e.g., behavioural acts), (2) the symbolic study system used to encode and analyse information about that empirical system (the signifiers; e.g., variable values on spreadsheet), and (3) determinative assignment relations between these two study systems (their meanings), so that the same symbol always encodes the same information about the empirical phenomena (Figure 6; Uher, 2018aUher, , 2021aUher, , 2022. This idea is basic also to representational theory of measurement, which formalises axiomatic conditions by which empirical relational structures can be mapped to symbolic relational structures (in representation theorems) as well as permissible operations for transforming the latter without breaking their mapping onto the former (in uniqueness theorems; Krantz et al, 1971;Vessonen, 2017).…”
Section: Problem Complex §8 Naïve Use Of Language-based Methods: Reif...mentioning
confidence: 99%
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