We develop a novel solution to the negation version of the Frege-Geach problem by taking up recent insights from the bilateral programme in logic. Bilateralists derive the meaning of negation from a primitive *B-type* inconsistency involving the attitudes of assent and dissent. Some may demand an explanation of this inconsistency in simpler terms, but we argue that bilateralism’s assumptions are no less explanatory than those of *A-type* semantics that only require a single primitive attitude, but must stipulate inconsistency elsewhere. Based (...) on these insights, we develop a version of B-type expressivism called *inferential expressivism*. This is a novel semantic framework that characterises meanings by inferential roles that define which *attitudes* one can *infer* from the use of terms. We apply this framework to normative vocabulary, thereby solving the Frege-Geach problem generally and comprehensively. Our account moreover includes a semantics for epistemic modals, thereby also explaining normative terms under epistemic modals. (shrink)

This paper should be read against the backdrop of three lines of linguistic investigation: the investigation of the Perfect construction, which has received considerable attention, going back to Reichenbach ; the working hypothesis that certain verbal constructions can be described in terms of the semantics of determiners on nominal expressions, with which we are more familiar; the common observation that we talk about time the way we talk about space. The focus of the paper is a particular construction in Greek. (...) As always, however, the search for the solution of a particular question reveals many other questions in the process and this paper should be seen as being also about a number of related puzzles in English and other languages. (shrink)