The Semantic Reading of Propositionality and Its Relation to Cognitive-Representational Explanations

A Commentary on Andreas Bartels & Mark May

Commentator

Ramiro Glauer

ramiro.glauer @ ovgu.de

Otto-von-Guericke-Universität

Magdeburg, Germany

Target Authors

Andreas Bartels

andreas.bartels @ uni-bonn.de

Rheinische Friedrich-Wilhelms-Universität

Bonn, Germany

Mark May

mm @ hsu-hh.de

Helmut-Schmidt-Universität

Hamburg, Germany

Editors

Thomas Metzinger

metzinger @ uni-mainz.de

Johannes Gutenberg-Universität

Mainz, Germany

Jennifer M. Windt

jennifer.windt @ monash.edu

Monash University

Melbourne, Australia

Bartels and May propose an explanation of the difference between practical and theoretical knowledge in terms of the involvement of non-conceptual and conceptual representations, respectively. They thereby want to alleviate a shortcoming of Stanley’s intellectualist theory of knowledge-how that cannot explain this difference. In this paper it is argued that an appreciation of the fact that both Stanley and Bartels and May employ a semantic reading of propositionality makes clear that their endeavors follow quite different goals. While Stanley gives an analysis of how we talk about knowledge-how, Bartels and May are interested in underlying cognitive representations. From Stanley’s analysis of knowledge-how, nothing can be inferred about cognitive representations. The semantic reading of propositionality is then spelled out with the help of the idea that ascriptions of propositional attitudes are (like) measurement statements. Some considerations from measurement theory show how propositions can be used to reason about psychological states without themselves having to play any role in a person’s psychology.

Keywords

Anti-intellectualism | Concepts | Conceptual representations | Homomorphic mapping | Intellectualism | Knowledge-how | Measurement | Measurement theory | Measurement view | Mental representation | Non-conceptual representations | Personal level | Propositional attitudes | Propositionality | Propositions | Semantic reading of propositionality