About
I'm Greg Restall, and this is my website. I work in Philosophy at the University of Melbourne. [Email: greg at consequently.org; Skype: greg_restall; Post: Department of Philosophy, University of Melbourne, Parkville 3010, Australia.]
Writing
These are the three last modified entries on my writing page.
- “Truthmakers, Entailment and Necessity 2008,” an addendum to “Truthmakers, Entailment and Necessity,” to appear in Truth and Truth-making, edited by E. J. Lowe and A. Rami, Acumen, 2008. →
- [with Rebecca Kukla and Mark Lance] Appendix to Rebecca Kukla and Mark Lance ‘Yo!’ and ‘Lo!’: the pragmatic topography of the space of reasons, Harvard University Press, to appear. →
- “Curry’s Revenge: the costs of non-classical solutions to the paradoxes of self-reference,” in The Revenge of the Liar, ed. JC Beall, Oxford University Press, pages 262–271, 2008. →
- “Anti-Realist Classical Logic and Realist Mathematics,” under revision. →
- “Proof Theory and Meaning: on second order logic,” to appear in the Logica 2007 Yearbook, Filosofia. →
Recent Comments
Greg Restall wrote: Hi Tony: I'm glad you like the...
Ming wrote: Congratulations Greg! Well-des...
Ben Murphy wrote: Wow! Someone read my article.....
Greg Restall wrote: The paper is available online ...
Links
- Study Suggests Math Teachers Scrap Balls and Slices - New York Times: on when examples obscure rather than illuminate. Perhaps the abstract in abstract mathematics is there for a reason...
- From Little Things Big Things Grow (The GetUp Mob), on the iTunes Store: The GetUp mob's Kevin Rudd-ified version of Paul Kelly's great song.
- Australia 2020 - Initial Report: The first report of this weekend's 2020 Summit
- Peter Martin: The summit that will matter: Julia Gillard's moving opening of the 2020 Youth Summit.
- John Button RIP at Larvatus Prodeo: PJK's obituary for John Button
These and more links are available at del.icio.us/greg_restall.
Classes
In Semester 2, which starts on July 31, I’ll be teaching an honours seminar 161-438 Logic and Philosophy, in which we cover proof theory and its applications to semantics.
Events
AAL2007: the annual conference of the Australasian Association for Logic, University of Melbourne November 9 to 11, 2007.
Recent Past
University of Melbourne Philosophy Undergraduate Workshop, University of Melbourne September 21 to 23, 2007.
Logic Colloquium 2007, Wrocław, Poland, July 14-19, 2007.
1st GPMR Workshop on Logic & Semantics on Medieval Logic and Modern Applied Logic, Rheinische Friedrich-Wilhelms-Universität Bonn, Germany, on June 28-30, 2007.
Logica 2007, Hejnice Monastery, Czech Republic, 18-22 June 2007.
Heart of Philosophy Café talk and discussion on “What Marx, Freud and Nietzsche have taught me about belief in God”. Tuesday May 8, 7--9pm in the Merrick's General Store.
Here in Nancy, Day 2
Nancy Day 2 was a quiet as far as the official program went. Talks were scheduled in the morning leaving the afternoon free. Michael Lynch and I took in the Musée des Beaux-Arts and talked philosophy and much else with Peter van Inwagen, Scott Shalkowski and others into the evening and late in the night.
The morning featured a well-put-together talk by Jonathan Lowe on the contrast between his robust essentialism and conceptualism. For Jonathan, conceptualism collapses into a global anti-realism because it really requires a kind of essentialism about concepts and agents themselves.
I also attended a helpful presentation by Mathieu Marion on game semantics for logic. (For an introduction to game semantics, try the Stanford Encyclopedia entry by Wilfrid Hodges.) Mathieu contrasted the agonistic conception of game semantics according to which the two players (proponent and opponent, or Abelard and Eloise) are competing against one another. He proposed a cooperative understanding in which the players are building something together, like a proof. This strikes me as plausible. The devil, however, is in the detail. The distinctive feature of game semantics is that the proof is not a play of a game, or something you can look back on as having constructed. A proof corresponds to a winning strategy for the proponent, and a refutation corresponds to a winning strategy for the opponent. (Parenthetical remark: Compare this to my comments a few weeks ago on the duality between proofs and counterexamples. Game semantics is an account of proofs and counterexamples. It seems to be interestingly self-dual. I should think more about this… End parenthetical remark.) The issue I find with thinking of game semantics as a cooperative construction of a proof or a refutation is that you don’t get a proof or refutation through a play of the game. You construct a proof (or a refutation) through repeated plays of the game where the opponent (or proponent) tries all possible options and the proponent (or opponent) deals with them all.
That will bear more thinking, and I’ll attempt to do some of that thinking.
For now however, I’ll attend to Day 3. The report on Day 3 will hopefully come today or tomorrow.
Posted 05:29 PM on June 30, 2006
© Greg Restall, 2002–2006 • Powered by teTeX, TeXShop, Safari, Movable Type, MT SomeDays, MultiBlog, MagpieRSS, del.icio.us, Arvo Pärt, Bruce Cockburn & you, the reader.