Elise Frketich

Kant describes intellectual intuition as a kind of non-sensible intuition that creates its objects and provides knowledge of them as noumena. Although he precludes intellectual intuition from the human mind, Reinhold attributes it to the human mind. Pioneering research has already shown that Reinhold deviates from Kant in this way to explain the possibility of a priori self-cognition. It has also already shown that Fichte follows Reinhold by deviating from Kant in the same way. Yet, other aspects of Reinhold’s doctrine of intellectual intuition remain largely overlooked. Among the few Reinhold scholars who study it, the extant view is that intellectual intuition does not yield cognition of an absolute knower, and that only Fichte makes this assertion. However, this view ignores Reinhold’s claim that I must attribute all my representations to an absolute knower to explain the unity of experience. In this paper, I argue that we must take this claim seriously, and I show that, for Reinhold, my cognition of myself as an absolute knower in intellectual intuition enables me to attribute all my representations to myself as such a knower, and he does so prior to Fichte.

In Aenesidemus, G.E. Schulze adopts the skeptical voice of Aenesidemus and engages in critical dialogue with Hermias, a Kantian, in the hopes of laying bare what he views as the fundamental issues of K.L. Reinhold’s version of critical philosophy. While some attacks reveal a deep misunderstanding of Reinhold’s Elementarphilosophie on Schulze’s part, others hit their mark. In the Aenesidemus Review (1794), J.G. Fichte at times agrees with criticisms raised by Aenesidemus and at times defends Reinhold against them. On Fichte’s view, Schulze succeeds in proving that the first principle of Reinhold’s Elementarphilosophie, the principle of consciousness (Satz des Bewußtseins), is neither self-evident nor self-determining. Therefore, it cannot be the first principle of philosophy. However, Schulze fails to dissuade Fichte from viewing Reinhold’s principle of consciousness as the pithiest expression of human consciousness of the time. For these reasons, Fichte holds that Reinhold’s principle of consciousness must be deduced from an even higher principle. The goal of this paper is to assess whether Fichte puts forth his own candidate for the first principle of philosophy in his Aenesidemus Review.

Wolff advocates the mathematical method, which consists in chains of syllogisms that proceed from axioms and definitions to theorems, for achieving scientific certainty in branches of philosophy like ontology and physics. By contrast, in ‘The Discipline of Pure Reason in its Dogmatic Use’ Kant significantly limits the efficacy of this method in philosophy. In this paper I investigate an under-examined result of the Discipline: Kant’s claim that his system of philosophy does not contain “dogmata”. By identifying “dogmata” in Wolff’s system of physics, I argue that, for Kant, they are propositions that uncritically deploy ideas of reason. I conclude that the Discipline extends criticisms raised in the Transcendental Dialectic to any erroneous use of the mathematical method in philosophy.