Expressivism and Propositions
A defense of a version of Allan Gibbard’s expressivist analysis of normative judgments, focusing on his account of what he calls “normative logic.” The version defended interprets his analysis in a way that is significantly different from his own interpretation, which ties expressivism to a deflationary notion of truth. It is argued that Gibbard’s general account blurs the line between expressivism and normative realism, and that a more robust notion of truth that draws a sharper line can be defended, and can be reconciled with his normative logic. The chapter concludes by considering the application of this expressivist account to epistemic norms, and more specifically to norms for assessing degrees of belief and measures of degree of confirmation.