“A Note on Naïve Set Theory in LP,” Notre Dame Journal of Formal Logic 33 (1992) 422–432.
My first publication. It stems from work I did in my Honours year (1989) with Graham Priest, on paraconsistent logic. I explain a particularly simple yet powerful technique for constructing models of naïve set theory in the paraconsistent logic LP. This can be used to show the consistency of the theory, and to construct models invalidating some of the axioms of ZFC.
I’m Greg Restall, and this is my website. I work in Philosophy at the University of Melbourne. Email: greg at consequently.org; Post: School of of Philosophy, Anthropology and Social Inquiry, University of Melbourne, Parkville 3010, Australia.
Start at the home page—a summary of the site. The left column is news, archived on the news archive page. The central column is for photos, archived on the occasional photos page. The right column contains recent items from the writing page, which lists my publications. These are also categorised by topic. You can follow my links at my account on delicious and occasional short snarky remarks at @consequently on twitter.
To subscribe to this site, either read the full feed 
of everything, the feed of news items only , or the feed of writing items only , which is also great for podcasting pdfs automatically.
This site is handcoded: I write text in Textmate, and Webby files things in the right place and uploads them to the server. This page was last modified on 2008-12-31 at 12:28AM.
Contrariwise, if it were so, it would be; but as it isn’t, it ain’t. That’s logic!
— Lewis Carroll.
