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  1. (2 other versions)Mathematical truth.Paul Benacerraf - 1973 - Journal of Philosophy 70 (19):661-679.
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  • The origin of the thermometer.F. Sherwood Taylor - 1942 - Annals of Science 5 (2):129-156.
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  • Deductive unification and idealisation.S. Körner - 1963 - British Journal for the Philosophy of Science 14 (56):274-284.
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  • Circularity and reliability in measurement.Hasok Chang - 1995 - Perspectives on Science 3 (2):153-172.
    The direct use of a physical law for the purpose of measurement creates a problem of circularity: the law needs to be empirically tested in order to ensure the reliability of measurement, but the testing requires that we already know the value of the quantity to be measured. This problem is discussed through some detailed examples of energy measurements in quantum physics; three major methods are analyzed in their interrelation, with a focus on the method of “material retardation.” It seems (...)
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  • On Empirical Continuity.Stephan Körner - 1962 - The Monist 47 (1):1-19.
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  • Indispensability and Practice.Penelope Maddy - 1992 - Journal of Philosophy 89 (6):275.
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  • The logic of measurement: a realist overview.Joel Michell - 2005 - Measurement 38 (4):285-294.
    According to the realist interpretation, measurement commits us not just to the logically independent existence of things in space and time, but also to the existence of quantitatively structured properties and relations, and to the existence of real numbers, understood as relations of ratio between specific levels of such attributes. Measurement is defined as the estimation of numerical relations (or ratios) between magnitudes of a quantitative attribute and a unit. The history of scientific measurement, from antiquity to the present may (...)
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