An Account of the Principles of Measurement and Calculation
By N. Campbell
Subfields: Philosophy, Pure Mathematics
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In Philosophy
- Nicola Ferro
- Marco Ferrante
- Angelina McMillan-Major
- Norbert Fuhr
- Douwe Kiela
- Walter P. Bond
- Cem Kaner
- Yacine Jernite
In Pure Mathematics
Citations in the corpus
- Measuring Data (2022, background): “…blurred (Stevens, 1946) mathematical quantification (e.g., Boslaugh and Watters (2008)), that they apply to objects and their properties (e.g., Campbell (1928)), that they are accessible, proportional, and consistent Cre (2011), and that they must be gradual, allowing for “more or less”…”
- Software Engineering Metrics: What Do They Measure and How Do We Know? (2004, background): “"Direct" measurement is often used synonymously with "fundamental" measurement [9] and contrasted with indirect or derived measurement [14].”
- Towards Meaningful Statements in IR Evaluation: Mapping Evaluation Measures to Interval Scales (2021, methodology): “Additive conjoint measurement was a new part of the measurement theory developed as a reaction to the views of Campbell [17, 18] and the conclusions of Ferguson Committee of British Association for the Advancement of Science [30], where Campbell was an influential member, which considered the additi”
- Measurement Theory, Psychology and the Revolution That Cannot Happen (2009, background): “In his commentary of the publication of the last two volumes of Foundations of Measurement (Luce, Krantz, Suppes, & Tversky, 1990; Suppes, Krantz, Luce, & Tversky, 1989), Norman Cliff (1992) points out that representational measurement theory, and conjoint measurement theory in particular, had no im”