Reconciling Nominalism and Platonism in the Philosophy of Mathematics

Friday, April 22, 2016

Reconciling Nominalism and Platonism in the Philosophy of Mathematics

Department of Philosophy, Columbia University

FRIDAY APRIL 22 (Philosophy Hall, Room 716)

Achille Varzi (Columbia University), Marco Panza (IHPST)
Welcome and Introduction
John Burgess (Princeton University)
Reconciling Anti-Nominalism and Anti-Platonism in the Philosophy of Mathematics
15:45–16:00 Break
Haim Gaifman (Columbia University)
Reconfiguring the Problem: “Platonism” as Objective, Evidence-transcendent Truth
Sébastien Gandon (Université Blaise Pascal)
Describing What One is Doing. A Philosophy of Action Based View of Mathematical Objectivity

SATURDAY, APRIL 23 (Philosophy Hall, Room 716)

Mirna Džamonja (University of East Anglia and IHPST)
An Unreasonable Effectiveness of ZFC Set Theory at the Singular Cardinals
11:00–11:30 Break
Hartry Field (New York University)
Platonism, Indispensability, Conventionalism
13:00–15:00 Lunch
Justin Clarke-Doane (Columbia University)
The Benacerraf Problem in Broader Perspective
16:30–17:00 Break
Michele Friend (George Washington University)
Is the Pluralist Reconciliation between Nominalism and Platonism too Easy?
18:30 Conclusions

Leave a Reply

Your email address will not be published. Required fields are marked *