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15 - Mathematical Innovation and Tradition: The Cartesian Common and the Leibnizian New Analyses
- from Part II - Disciplinary Activities
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- The Cambridge History of Philosophy of the Scientific Revolution
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- 14 January 2022
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- 06 January 2022, pp 274-292
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Figures
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- Anachronisms in the History of Mathematics
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- 19 July 2021
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- 22 July 2021, pp xii-xvi
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7 - Deceptive familiarity: differential equations in Leibniz and the Leibnizian school (1689–1736)
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- Anachronisms in the History of Mathematics
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- 22 July 2021, pp 196-222
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1 - Introduction: The historical interpretation of mathematical texts and the problem of anachronism
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- 22 July 2021, pp 1-41
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Index
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- Anachronisms in the History of Mathematics
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- 22 July 2021, pp 358-366
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Preface
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- Anachronisms in the History of Mathematics
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- 22 July 2021, pp xvii-xxvi
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Contributors
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- Anachronisms in the History of Mathematics
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Contents
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- Anachronisms in the History of Mathematics
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Frontmatter
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- Anachronisms in the History of Mathematics
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Anachronisms in the History of Mathematics
- Essays on the Historical Interpretation of Mathematical Texts
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- 19 July 2021
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- 22 July 2021
9 - A brief introduction to the mathematical work of Isaac Newton
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- The Cambridge Companion to Newton
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- 05 July 2016
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- 29 March 2016, pp 382-420
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S. CHANDRASEKHAR, Newton'sPrincipiafor the Common Reader. Oxford: Clarendon Press, 2003. Pp. xxiii+595. ISBN 0-19-852675-X. £49.95 (paperback). (First published in hardback, 1995).
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- The British Journal for the History of Science / Volume 38 / Issue 3 / September 2005
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- 26 August 2005, pp. 366-368
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- September 2005
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J. CHRISTIAAN BOUDRI, What was Mechanical about Mechanics: The Concept of Force between Metaphysics and Mechanics from Newton to Lagrange. Boston Studies in the Philosophy of Science, 224. Dordrecht, Boston and London: Kluwer Academic Publishers, 2002. Pp. xvi+276. ISBN 1-4020-0233-5. £75.00, $112.00, €112.00 (hardback).
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- The British Journal for the History of Science / Volume 37 / Issue 4 / December 2004
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- 09 December 2004, pp. 473-474
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- December 2004
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9 - Analysis and synthesis in Newton's mathematical work
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- The Cambridge Companion to Newton
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- 28 May 2006
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- 25 April 2002, pp 308-328
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Part one - Newton's methods
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- Reading the Principia
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- 29 March 2010
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- 23 September 1999, pp -
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References
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- Reading the Principia
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- 23 September 1999, pp 265-280
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5 - Huygens: the Principia and proportion theory
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- Reading the Principia
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- 29 March 2010
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- 23 September 1999, pp 118-135
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1 - Purpose of this book
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- Reading the Principia
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- 29 March 2010
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- 23 September 1999, pp 1-16
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8 - Basel: challenging the Principia
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- Reading the Principia
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- 29 March 2010
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- 23 September 1999, pp 195-249
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9 - Conclusion: Newtonians, Leibnizians and Eulerians
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- Reading the Principia
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- 29 March 2010
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- 23 September 1999, pp 250-262
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