Article ID: CBB000770733

Psychophysics, Intensive Magnitudes, and the Psychometricians' Fallacy (2006)

unapi

As an aspiring science in the nineteenth and early twentieth centuries, psychology pursued quantification. A problem was that degrees of psychological attributes (most importantly, then, intensities of sensations) were experienced only as greater than, less than, or equal to one another. They were categorised as intensive magnitudes. The meaning of this concept was shifting, from that of an attribute possessing underlying quantitative structure (the medieval and Kantian meaning) to that of a merely ordinal attribute (its dominant twentieth-century meaning). This fluidity allowed psychologists to claim that their attributes were intensive magnitudes (because ordered) and measurable (because intensive magnitudes). This claim was supported by an argument that order entails quantity. As adapted by psychometricians, the argument was that if an attribute is ordered, then the differences between its degrees are quantitative and, therefore, measurable. However, in a paper ignored in psychology for six decades, the issue was resolved mathematically and the resolution implies that the psychometricians' argument was fallacious.

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Authors & Contributors
Christensen, Alice R.
Ling, Biying
Doria, Corinne
Mark Paterson
Heller-Roazen, Daniel
Tamborini, Marco
Journals
History of Psychology
Medicina Historica
Studies in History and Philosophy of Science
Physics in Perspective
Journal of the History of the Neurosciences
History of Science
Publishers
University of Chicago
Matthes & Seitz
University of Minnesota Press
University of California, Los Angeles
Princeton University
Concepts
Psychology
Senses and sensation; perception
Measurement
Quantification
Experimental psychology
Physiology
People
Naville, François-Marc-Louis
La Farge, John
Sergi, Giuseppe
Rorschach, Hermann
Marshall, Henry Rutgers
James, William
Time Periods
19th century
20th century, early
20th century
18th century
20th century, late
17th century
Places
United States
Germany
Switzerland
Geneva (Switzerland)
Great Britain
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