Reflections on Skolem's Paradox

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by Timothy Bays
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1 Two arguments against realism – Timothy Bays
Set Theory – Frank Stephan, Frank Stephan, Room S
11 Types in logic and mathematics before 1940 – Fairouz Kamareddine, Twan Laan, Rob Nederpelt - 2002
Philos Stud DOI 10.1007/s11098-013-0160-4 Mathematical representation: playing a role – Kate Hodesdon, Ó Springer, Science+business Media Dordrecht
Absolute Infinity ∗ – Philip Welch, Leon Horsten - 2012
2 How applied mathematics became pure – Penelope Maddy
NEUROSEMANTICS: A THEORY by – Dan Ryder - 2006
Foundations for Mathematical Structuralism ∗ – Uri Nodelman, Edward N. Zalta, Uri Nodelman, Edward N. Zalta
Mika Oksanen THE RUSSELL-KAPLAN PARADOX AND OTHER MODAL PARADOXES: – A New Solution
OF LANGUAGE AND INFORMATION Contents Introduction: Perspectives on Context vii – Paolo Bouquet, Luciano Serafini, Rich Thomason (eds, Paolo Bouquet, Luciano Serafini, Richmond Thomason, Massimo Benerecetti, Paolo Bouquet, Chiara Ghidini - 2006
1 A Paradigm-Based Solution to the Riddle of Induction – Mark Changizi, Timothy P. Barber - 1998
GENERAL PHILOSOPHY OF SCIENCE – Roman Frigg, Ioannis Votsis, R. Frigg, I. Votsis
Statement – unknown authors
Alternative Set Theories – M. Randall Holmes - 2006
How Deep is the Distinction between A Priori and A Posteriori Knowledge? 1 – Timothy Williamson
BENACERRAF’S DILEMMA AND INFORMAL MATHEMATICS – Gregory Lavers
Justin Clarke-Doane Monash University [Note: This is the penultimate draft of a paper that is forthcoming in Noûs.] Moral Epistemology: The Mathematics Analogy * – See Republic, Book Vii
WE HOLD THESE TRUTHS TO BE SELF-EVIDENT: BUT WHAT DO WE MEAN BY THAT? – Stewart Shapiro
3 Mathematical Intuition vs. Mathematical Monsters – Solomon Feferman - 1998