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Table of Contents
Introduction
Part I. Motivating the Pluralist Position from Familiar Positions
Chapter 1. Introduction. The Journey from Realism to Pluralism
Chapter 2. Motivating Pluralism. Starting from Maddy?s Naturalism
Chapter 3. From Structuralism to Pluralism
Chapter 4. Formalism and Pluralism Co-written with Andrea Pedeferri
Part II. Initial Presentation of Pluralism.-?Chapter 5. Philosophical Presentation of Pluralism
Chapter 6. Using a Formal Theory of Logic Metaphorically
Chapter 7. Rigour in Proof Co-written with Andrea Pedeferri
Chapter 8. Mathematical Fixtures
Part III. Transcendental Presentation of Pluralism
Chapter 9. The Paradoxes of Tolerance and the Transcendental Paradoxes
Chapter 10. Pluralism Towards Pluralism
Part IV. Putting Pluralism to Work. Applications
Chapter 11. A Pluralist Approach to Proof in Mathematics
Chapter 12. Pluralism and Together-Inconsistent Philosophies of Mathematics
Chapter 13. Suggestions for Further Pluralist Enquiry
Conclusion.
Part I. Motivating the Pluralist Position from Familiar Positions
Chapter 1. Introduction. The Journey from Realism to Pluralism
Chapter 2. Motivating Pluralism. Starting from Maddy?s Naturalism
Chapter 3. From Structuralism to Pluralism
Chapter 4. Formalism and Pluralism Co-written with Andrea Pedeferri
Part II. Initial Presentation of Pluralism.-?Chapter 5. Philosophical Presentation of Pluralism
Chapter 6. Using a Formal Theory of Logic Metaphorically
Chapter 7. Rigour in Proof Co-written with Andrea Pedeferri
Chapter 8. Mathematical Fixtures
Part III. Transcendental Presentation of Pluralism
Chapter 9. The Paradoxes of Tolerance and the Transcendental Paradoxes
Chapter 10. Pluralism Towards Pluralism
Part IV. Putting Pluralism to Work. Applications
Chapter 11. A Pluralist Approach to Proof in Mathematics
Chapter 12. Pluralism and Together-Inconsistent Philosophies of Mathematics
Chapter 13. Suggestions for Further Pluralist Enquiry
Conclusion.