Foundational aspects of theories of measurement

@article{Scott1958FoundationalAO,
  title={Foundational aspects of theories of measurement},
  author={Dana S. Scott and Patrick Suppes},
  journal={Journal of Symbolic Logic},
  year={1958},
  volume={23},
  pages={113 - 128}
}
It is a scientific platitude that there can be neither precise control nor prediction of phenomena without measurement. Disciplines are diverse as cosmology and social psychology provide evidence that it is nearly useless to have an exactly formulated quantitative theory if empirically feasible methods of measurement cannot be developed for a substantial portion of the quantitative concepts of the theory. Given a physical concept like that of mass or a psychological concept like that of habit… 

Chapter VII: Research Tools: Scaling and Measurement Theory

Old controversies about fundamental measurement in psychology were recently revived. Siegel (70) believed that arithmetic operations and statistical technics based upon them were limited to scales

Method Effects and the Meaning of Measurement

  • A. Maul
  • Psychology
    Front. Psychol.
  • 2013
It is argued that it may be possible to formulate an account of what method effects are that is coherent not only across different research traditions in the human sciences, but also with thinking found in other scientific disciplines; however, doing so requires a more explicit commitment to a realist position on measurement than is generally forthcoming from human scientists.

Representational Measurement Theory

This chapter focuses on empirical structures, with an ordering attribute, leading to numerical or geometric representations. A historical sketch of physical, behavioral, and social science

Is the selection of statistical methods governed by level of measurement

AbstractThe notion that nonparametric methods are required as a replacement of parametric statistical methods when the scale of measurement in a research study does not achieve a certain level was

Faithful representation, physical extensive measurement theory and Archimedean axioms

The formal methods of the representational theory of measurement (RTM) are applied to the extensive scales of physical science, with some modifications of interpretation and of formalism. The

The Accounting Concept Of Measurement And The Thin Line Between Representational Measurement Theory And The Classical Theory Of Measurement

The purpose of this study is to discuss a possible way forward in accounting measurement. It also highlights the importance of understanding the lack of appreciation given by the accounting

The metaphysics of quantity

A formal theory of quantity TQis presented which is realist, Platonist, and syntactically second-order (while logically elementary), in contrast with the existing formal theories of quantity
...

References

SHOWING 1-10 OF 14 REFERENCES

An Axiomatization of Utility Based on the Notion of Utility Differences

In the literature of economics the notion of utility differences has been much discussed in connection with the theory of measurement of utility. However, to the best of our knowledge, no adequate

Semiorders and a Theory of Utility Discrimination

In the theory of preferences underlying utility theory i t is generally assumed that the indifference relation is transitive, and this leads t o equivalence classes of indifferent elements or,

Remarks on identity and description in first-order axiom systems

"axiom" refers to the specific subject-matter axioms and not to the rules of the restricted predicate calculus (quantification theory), which rules are presupposed for each first-order system.

Decision making : an experimental approach

Remarks on Universal Classes of Relational Systems

Hypothese du continu

Decision making: An experimental

    Illinois Professor' Herbert Simon Carnegie Institute of Technology Schenley Park Pittsburgh The Netherlands Professor R. B. Braithwaite King I s College Cambridge

    • I Amsterdam Z

    Proc. Ser. A

    • Proc. Ser. A
    • 1954