Truth, Objects, Infinity

Acknowledgements.- Notes on contributors.- Introduction; Pataut, Fabrice.- Part 1: Benacerraf's Dilemma.- Chapter 1. McEvoy on Benacerraf's Problem and the Epistemic Role Puzzle; Azzouni, Jody.- Chapter 2. What is the Benacerraf Problem?; Clarke-Doane, Justin.- Chapter 3. Benacerraf's Mathematical Antinomy; Halimi, Brice.- Chapter 4. A Dilemma for Benacerraf's Dilemma?; Sereni, Andrea.- Part 2. Logicism, fictionalism and structuralism.- Chapter 5. Benacerraf on Logicism; Gandon, Sebastien.- Chapter 6. Truth, Fiction and Stipulation; Leng, Mary.- Chapter 7. A Methodological Moral for the Story of Ernie and Johnny; de Rouilhan, Philippe.- Chapter 8. What Numbers Could Be; What Objects Could Be; Shapiro, Stuart.- Part 3. Supertasks.- Chapter 9. Motionless Goedel's Long Strides - A Note on the Contemporary Versions of Zeno's Arguments; Dubucs, Jacques.- Part 4. Paul Benacerraf's replies to essays.- Replies to Essays 1 to 9; Benacerraf, Paul.- Part 5. Mathematical truth '68.- Mathematical Truth (January 1968 version), with updated footnotes; Benacerraf, Paul.- Chronological Bibliography of Paul Benacerraf to 2014.- General Bibliography.

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• Filosofia da linguagem
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Benacerraf's dilemma;Logicism;Mathematical knowledge;Mathematical objects;Mathematical truth;Platonism