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2. Geometrization or mathematization
Christiaan Huygens’s critiques of infinitesimal analysis in his correspondence with Leibniz
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Fabien Chareix
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Chapters in this book
- Prelim pages i
- Table of contents v
- Foreword vii
- Abbreviations xi
- Contributors xiii
- 1. The principle of continuity and the ‘paradox’ of Leibnizian mathematics 1
- 2. Geometrization or mathematization 33
- 3. Leibniz and the vis viva controversy 51
- 4. The controversy between Leibniz and Papin 75
- 5. Leibniz vs. Stahl 101
- 6. Leibniz’s conciliatory approaches in scientific controversies 137
- 7. Leibniz vs. Lamy 169
- 8. Leibniz vs. Foucher 187
- 9. Quantification of natural and positive laws 223
- 10. Leibniz’s critique of Pufendorf 245
- 11. Leibniz vs. Jablonski 273
- 12. The golden rule 297
- 13. Leibniz vs. Bossuet 321
- Name index 345
- Subject index 349
Chapters in this book
- Prelim pages i
- Table of contents v
- Foreword vii
- Abbreviations xi
- Contributors xiii
- 1. The principle of continuity and the ‘paradox’ of Leibnizian mathematics 1
- 2. Geometrization or mathematization 33
- 3. Leibniz and the vis viva controversy 51
- 4. The controversy between Leibniz and Papin 75
- 5. Leibniz vs. Stahl 101
- 6. Leibniz’s conciliatory approaches in scientific controversies 137
- 7. Leibniz vs. Lamy 169
- 8. Leibniz vs. Foucher 187
- 9. Quantification of natural and positive laws 223
- 10. Leibniz’s critique of Pufendorf 245
- 11. Leibniz vs. Jablonski 273
- 12. The golden rule 297
- 13. Leibniz vs. Bossuet 321
- Name index 345
- Subject index 349
