Justifying the Self-Evident

Abstract

In Fichte’s early views of the basic laws of traditional formal logic, primarily the law of identity, there is a tension that has gone surprisingly unexplored: While Fichte holds the statements of these laws to be self-evidently true and absolutely certain, he nevertheless claims that they remain to be justified by his “Science of Knowledge.” The aim of this article is to make sense of this tension and to explore how it translates into the dialectical structure and methodology of Fichte’s first Jena Wissenschaftslehre. This is done by, first, conjecturing—in a somewhat ahistorical, yet Fichte-based, fashion—a reason for Fichte’s justificatory demand. It is argued that the validity of the law of identity can be questioned because our belief in its absolute generality appears to be self-refuting in that it involves an antinomy akin to Grelling’s semantic antinomy of the heterological. This antinomy, when, secondly, related to Fichte’s purported justification of the law of identity, serves as a key to understanding why there is an antinomic conflict between Fichte’s supreme principle—namely, the self-positing pure I—and its adversary, the not-I, in the first place. Tracing their contradiction (whose synthetic resolution is the main goal of Fichte’s Wissenschaftslehre) back to that semantic antinomy inherent in our formal-logical certainties opens up a new way of seeing Fichte as radicalizing Kant’s critical philosophy, understood as the project of the self-preservation of reason against reason’s own antinomies.