#матлог

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↪ Логика, лингвистика и формальная философия
18 октября (суббота) в 18:00 (GMT+3) состоится заседание научно-учебного семинара «Математическая логика и теория категорий» (online).

Тема доклада: Three applications of Zermelo's theorem on part-whole.

Докладчик: Paolo Mancosu (Willis S. and Marion Slusser Professor of Philosophy, Department of Philosophy, UC Berkeley).

Аннотация: The aim of the presentation is to give a general overview of the application of a result by Ernst Zermelo to three very different areas of investigation: abstraction principles in neologicism, the axiom of choice in second-order logic, and regularity properties in probability theory. The talk is based on three articles that have recently appeared (see bibliography).

Bibliography:
2019, (with Benjamin Siskind), "Neologicist Foundations: Inconsistent abstraction principles and part-whole", in Mras, Gabriele M.; Weingartner, Paul; Ritter, Bernhard (eds.), Philosophy of Logic and Mathematics: Proceedings of the 41st International Wittgenstein Symposium. De Gruyter, Berlin, Munich, Boston, 2019, pp. 215–248.
2023, (with Benjamin Siskind and Stewart Shapiro), "A note on choice principles in second-order logic", The Review of Symbolic Logic, 16(2), pp. 339-350.
2024, (with Guillaume Massas), "Totality, Regularity and Cardinality in Probability Theory", Philosophy of Science, 91, 721–740.
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