Abstract

This essay defends a reading of Hegel as a metametaphysical antirealist. Metametaphysical antirealism is a denial that metaphysics has as its subject matter answers to theoretical questions about the mind-independent world. Hence, on this view, metaphysical questions are not, in principle, knowledge transcendent. I hold that Hegel presents a version of metametaphysical antirealism in the Science of Logic because he pursues his project by suspending reference to all supposed objects of metaphysical theory as practiced before him. Hegel introduces reference in his theory only by the self-reference of thought to itself in the Doctrine of the Concept. I motivate the relevance of Hegel’s approach to metaphysics by comparing it to Kit Fine’s (2017) concept of “naïve metaphysics.” I argue that Hegel’s theory results from a comprehensively naïve metaphysics.