\u201cThe Julius Caesar Problem and Invariance\u201d by Dr. Francesca Boccuni, Lecturer in Logic, University Vita-Salute San Raffaele
\nwww.francescaboccuni.wordpress.com<\/p>\n
DATE: Tue, 19 January 2016
\nTIME: 15:00-17:00
\nPLACE: G-160<\/p>\n
Abstract:<\/p>\n
I will tackle the so-called Julius Caesar problem, which concerns the inability of *Hume\u2019s Principle, *Frege\u2019s way of carving out the cardinal numbers, to distinguish between objects of different sorts. Hume\u2019s principle says that the number of F is the same as the number of Y just in case X and Y are equinumerous (i.e. can be put into a 1-1 mapping). In Frege\u2019s provocative example, how can we know that the reference of *the number of coffee shops on Bilkent Campus*, as specified by Hume\u2019s principle, picks out the number 2 instead of Julius Caesar. I will suggest a solution to this vexed problem in terms of arbitrary reference, which will be further specified via isomorphism Invariance.<\/p>\n","protected":false},"excerpt":{"rendered":"
\u201cThe Julius Caesar Problem and Invariance\u201d by Dr. Francesca Boccuni, Lecturer in Logic, University Vita-Salute San Raffaele www.francescaboccuni.wordpress.com DATE: Tue, 19 January 2016 TIME: 15:00-17:00 PLACE: G-160 Abstract: I will tackle the so-called Julius Caesar problem, which concerns the inability of *Hume\u2019s Principle, *Frege\u2019s way of carving out the cardinal [\u2026] <\/p>\n