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  1. The Impossible Biangle and the Possibility of Geometry.Jeffrey L. Wilson - 2024 - Kant Yearbook 16 (1):121-143.
    Kant repeatedly uses the biangle as an example of an impossible figure. In this paper, I offer an account of these passages and their significance for the possibility of geometry as a science. According to Kant, the constructibility of the biangle would signal the failure of geometry. Whereas Wolff derives the no-biangle proposition from the axiom that between two points there can be only one straight line, Kant gives it axiomatic status as a synthetic a priori principle possessing immediate certainty. (...)
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  • Transcendental Deduction and Cognitive Constructivism.Luigi Filieri - 2023 - Journal of Transcendental Philosophy 4 (3):255-265.
    In these comments, I share some remarks concerning two main points lying at the core of Gava’s book Kant’s Critique of Pure Reason and the Method of Metaphysics: Gava’s reconstruction and account of a transcendental deduction, its relation to a metaphysical deduction, and more specifically his reading of the B-Deduction. I will discuss Gava’s arguments in order to highlight the key tenets of his interpretation and raise questions related to (1) the meaning and scope of the notion of ‘transcendental’; and (...)
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