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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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  • Leibniz, Kant, and Referring in the Quantum Domain.Cord Friebe - 2022 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 53 (3):275-290.
    The paper addresses the referring problem in quantum mechanics, by spelling out the alternatives with complete or individual concepts, with directly referential labels, and with intuition. The connection between the way of referring and some metaphysical theses about objects will be explained. Then, the paper intends to make plausible that the Kantian way is the best way for the quantum domain, including quantum field theories.
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  • Kants synthetisches Apriori: zur Auflösung der kosmologischen Antinomien.Cord Friebe - 2024 - Kant Studien 115 (1):1-23.
    According to Kant, concepts can be used in three different ways, i.e. an empirical (= pre-philosophical) use, a transcendentally real (= philosophically inadequate) use, and a transcendentally ideal (= philosophically reasonable) use. Regarding the concept of the world as a whole, however, Kant misrepresents the empirical meaning and therefore overlooks the transcendentally ideal understanding of “everything”. Along this guiding line, the paper defends Kant’s program of showing that spatiotemporal objects are conditioned by subjective, non-empirical conditions against the charge that it (...)
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  • Kant’s Ontology of Appearances and the Synthetic Apriori.Cord Friebe - 2022 - Kant Studien 113 (3):498-512.
    Kant’s ontology of appearances implies that the numerical distinctness of empirical objects is grounded in their appearance-aspect, more precisely in space as pure intuition, in which alone such objects can be given. With distinguishing concepts things can only be thought: in contrast to Leibniz’s complete concepts and to Kripke’s rigid designators, Kant’s general concepts do not entail their referents analytically. They must be applied to intuition, i. e. be completed synthetically. Consequently, Kant’s ontology of merely singular individuals is closely connected (...)
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