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  1. Mathematics and Experience.Carlo Cellucci - forthcoming - Foundations of Science:1-15.
    The question of whether mathematics depends on experience, including experience of the external world, is problematic because, while it is clear that natural sciences depend on experience, it is not clear that mathematics depends on experience. Indeed, several mathematicians and philosophers think that mathematics does not depend on experience, and this is also the view of mainstream philosophy of mathematics. However, this view has had a deleterious effect on the philosophy of mathematics. This article argues that, in fact, the view (...)
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  • History of science in Hungary: Stewardship and audience in periods of institutional and political change.Gábor Á Zemplén - 2021 - Centaurus 63 (3):585-602.
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  • The Maxim of Probabilism, with special regard to Reichenbach.Miklós Rédei & Zalán Gyenis - 2021 - Synthese 199 (3-4):8857-8874.
    It is shown that by realizing the isomorphism features of the frequency and geometric interpretations of probability, Reichenbach comes very close to the idea of identifying mathematical probability theory with measure theory in his 1949 work on foundations of probability. Some general features of Reichenbach’s axiomatization of probability theory are pointed out as likely obstacles that prevented him making this conceptual move. The role of isomorphisms of Kolmogorovian probability measure spaces is specified in what we call the “Maxim of Probabilism”, (...)
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