Answers are grounded in this paper and cite their sources.
This paper examines the link between Immanuel Kant’s notion of transcendental self-consciousness and Dan Zahavi’s notion of pre-reflective self-consciousness in order to address the problem of reflection. Zahavi emphasizes the identity in pre-reflective self-consciousness, according to which the subject is conscious of itself as the one undergoing an experience, that is the ‘for-me-ness’ of experience. Reflection marks a difference between the subject and its experience, objectifying the experience. The problem of reflection has to do with how the identity in pre-reflective self-consciousness makes possible a difference in reflection. The preliminary solution Zahavi gives is to consider pre-reflective self-consciousness as internally differentiated. However, a more systematic account is needed. We turn to Kant and adopt a first-order reading of transcendental self-consciousness, according to which self-consciousness is intrinsic to the act of synthesis rather than a second-order consciousness of it. Transcendental self-consciousness is a formal givenness—an immediate, non-objectifying mode through which I am conscious of myself. We argue that Kant’s distinction between transcendental self-consciousness and the self-consciousness of the intuitive understanding offers resources to solve the problem. Transcendental self-consciousness is outward while the self-consciousness of the intuitive understanding is inward. The outwardness of transcendental self-consciousness amounts to its self-enlargement, accounting for the internal differentiation of pre-reflective self-consciousness. The proposed solution not only clarifies the transition from pre-reflective self-consciousness to reflection but also underscores the relevance of Kantian insights for phenomenological discussions on subjectivity.
No takes yet. Share an insight, caveat, or question.
Morfis et al. (2026) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: