November 25, 2015

I’m giving a talk, entitled “Generality and Existence 1: Quantification and Free Logic” at a Workshop on Inferentialism, hosted by Arché at the University of St Andrews.

Abstract: In this presentation, I motivate a cut free sequent calculus for classical logic with first order quantification, allowing for singular terms free of existential import. Along the way, I motivate a criterion for rules designed to answer Prior’s question about what distinguishes rules for logical concepts, like conjunction from apparently similar rules for putative concepts like tonk, and I show that the rules for the quantifiers—and the existence predicate—satisfy that condition.


I’m Greg Restall, and this is my personal website. I teach philosophy and logic as Professor of Philosophy at the University of Melbourne. ¶ Start at the home page of this site—a compendium of recent additions around here—and go from there to learn more about who I am and what I do. ¶ This is my personal site on the web. Nothing here is in any way endorsed by the University of Melbourne.



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