Does Mathematics Need New Axioms?

Author:

Feferman Solomon,Friedman Harvey M.,Maddy Penelope,Steel John R.

Abstract

Does mathematics need new axioms? was the second of three plenary panel discussions held at the ASL annual meeting, ASL 2000, in Urbana-Champaign, in June, 2000. Each panelist in turn presented brief opening remarks, followed by a second round for responding to what the others had said; the session concluded with a lively discussion from the floor. The four articles collected here represent reworked and expanded versions of the first two parts of those proceedings, presented in the same order as the speakers appeared at the original panel discussion: Solomon Feferman (pp. 401–413), Penelope Maddy (pp. 413–422), John Steel (pp. 422–433), and Harvey Friedman (pp. 434–446). The work of each author is printed separately, with separate references, but the portions consisting of comments on and replies to others are clearly marked.

Publisher

Cambridge University Press (CUP)

Subject

Logic,Philosophy

Reference41 articles.

1. On the necessary use of abstract set theory

2. Göodel's program for new axioms: Why, where, how and what?;Feferman;Göodel '96,1996

3. What is Cantor's Continuum Problem?

4. A proof of projective determinacy

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