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Title: An Indeterminate Universe of Sets
Speaker: Chris Scambler, NYU
Abstract: The questions “Is there one and only one universe of sets?” and “Does every set-theoretic proposition have a determinate truth-value?” are often taken to be intimately related; there is, for example, a widespread tendency to assume that answering the former affirmatively commits one to the same with respect the latter. I’ll argue that this tendency is mistaken. I present a view on which there is a unique but indeterminate universe of sets, couched in a non-classical (semi-intuitionistic) logic, drawing on the work of Solomon Feferman.
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Feb 27 McCarty UI Bloomington
Mar 6 Kivatinos GC
Mar 13 Picollo Munich
Mar 20 Scambler NYU
Mar 27 Schindler Cambridge
Apr 3 Weiss GC
Apr 10 Spring Recess
Apr 17 Spring Recess
Apr 24 Ciuni Amsterdam
May 1 Malozzi GC
May 8 TBA
May 15 Thomas Ferguson Cycorp
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