Argumenta – Journal of Analytic Philosophy


Whose Existence? A Deflationist Compromise to the Fregean/Neo-Meinongian Divide

Issue: Issue 3 • Author/s: Giuliano Bacigalupo
Topics: Philosophical logic, Philosophy of language, Philosophy of mathematics

The dispute between the Fregean and the Neo-Meinongian approach to existence has become entrenched: it seems that nothing but intuitions may be relied upon to decide the issue. And since contemporary analytic philosophers clearly are inclined towards the intuitions that support Frege’s approach, it looks as if Fregeanism has won the day. In this paper, however, I try to develop a compromise solution. This compromise consists in abandoning the assumption shared by both Fregeanism and Neo-Meinongianism, namely that the notion of existence adds something to the content of a statement.…

Wittgenstein on Truth

Issue: Issue 3 • Author/s: Paul Horwich
Topics: History of Analytic Philosophy, Philosophical logic, Philosophy of language

The topic is Wittgenstein’s eventual abandonment of his Tractatus idea that a sentence is true if and only if it depicts a possible fact that obtains, and his coming (in the Investigations) to replace this with a deflationary view of truth. Three objection to the initial idea that will be discussed here are: (i) that its theory of ‘depiction’ relies on an unexplicated concept of word-object reference; (ii) that its notion of a possible fact obtaining (or existing, or being actual, or agreeing with reality) is also left mysterious; and…

Russellian Diagonal Arguments and Other Logico-Mathematical Tools in Metaphysics

Issue: Issue 3 • Author/s: Laureano Luna
Topics: History of Analytic Philosophy, Metaphysics, Philosophical logic, Philosophy of language

In its most general form, a diagonal argument is an argument intending to show that not all objects of a certain class C are in a certain set S, and does so by constructing a diagonal object, that is to say, an object of the class C so defined as to be other than all the objects in S. We revise three arguments inspired by the Russell paradox (an argument against Computationalism, an argument against Physicalism, and a counterargument to the Platonic One Over Many argument), extract its underlying structure,…