Journal of Philosophy of Education, EarlyView.

Frege distinguished the thought qua logical content from the assertoric force attached to it when judged to be true. The gist of this distinction is captured by the so-called Frege-Geach point. Recently, several authors have drawn inspiration from Wittgenstein to reject this point and the distinction it is based on. This article proceeds from the observation that Wittgenstein himself did not reject the force-content distinction but urged us to reformulate it in a non-dualistic way. While drawing on Wittgensteinian lessons about (...) thought and its expression, the overall purpose of this paper is systematic, not exegetic: it seeks to contribute to the contemporary debate aboute force and content by arguing that this distinction should be redrawn in such a way as to exhibit force as internal to thought, namely, as that which provides for the unity of thought. To this end, it is investigated what it is for a thought to occur as a forceless part of a propositionally complex assertion (e. g. for p to occur as a part of the assertion that not p). (shrink)

ABSTRACT Frege characterizes judgement as the acknowledgement of the truth of a thought, appearing thereby to rule out false judgement. First in this paper I explain Frege’s characterization so that it does not have this consequence. Frege is not saying that for a subject S to judge that p is for S to acknowledge the truth of the thought that p. Rather, he is articulating judgement’s nature within self-consciousness. From within, to judge means to acknowledge a truth. Second, I suggest (...) that this articulation is centrally operative in Frege’s argument for the indefinability of truth. As Frege argues, it follows from judgement’s self-consciousness that truth is indefinable. (shrink)

Robert Pippin's recent study of Hegel's Logic, Hegel's Realm of Shadows, argues that we should read Hegel as rejecting the need for a Transcendental Deduction in logic because he takes Hegel, in the Phenomenology of Spirit, to have ruled out the scepticism that motivates Kant's Deduction. By contrast, I argue, we cannot understand what Pippin calls the ‘identity’ of logic and metaphysics in the Science of Logic unless we see how Hegel does provide a kind of Deduction argument in the (...) Logic, albeit one stripped of the psychologism present in the Kantian version. Accordingly, I provide a sketch of what such an ‘absolute’ Deduction must look like, and argue that Hegel's presentation of the ‘absolute idea’ functions as the conclusion of such an argument. (shrink)