Article ID: CBB389180363

Early Modern Mathematics in a Letter: Adriaen Verwer to David Gregory on Mathematics and Natural Philosophy (2017)

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This paper argues that the Dutch Menonnite merchant Adriaen Verwer (1654-1717) found an example of a new mathematical method in Newton’s Principia that enabled him to counter mathematical philosophical arguments of Spinoza. The argument is based partly on a hitherto unpublished letter that Verwer wrote to the Scottish Newtonian mathematician David Gregory (1659-1708) and that is edited in the appendix. This letter sheds light on the idea of ‘usefulness’ of the Principia’s mathematical philosophy, as experienced by a Dutch group of Newtonian popularisers. The group, including Verwer, used Newton to vindicate the mathematical method from Spinozist rationalism. The argument also draws on Verwer’s own publications, his further correspondence with Gregory and his annotations in the first edition of Newton’s Principia.

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Authors & Contributors
Beeley, Philip
Bellhouse, David R.
Cook, Alan H.
Dascal, Marcelo
Di Bella, Stefano
Ducheyne, Steffen
Journals
Notes and Records: The Royal Society Journal of the History of Science
British Journal for the History of Mathematics
Almagest
Ambix: Journal of the Society for the History of Alchemy and Chemistry
Annals of Science: The History of Science and Technology
Historia Scientiarum: International Journal of the History of Science Society of Japan
Publishers
Olschki
Princeton University
Edizioni di Storia e Letteratura
Springer
Concepts
Mathematics
Natural philosophy
Correspondence and corresponding
Science and religion
Philosophy
Calculus
People
Leibniz, Gottfried Wilhelm von
Newton, Isaac
Gregory, David
Arbuthnot, John
Bentley, Richard
Bernoulli, Johann
Time Periods
17th century
18th century
16th century
19th century
Early modern
Places
Italy
Germany
Europe
England
Netherlands
Scotland
Institutions
Académie des Sciences, Paris
Jesuits (Society of Jesus)
Royal Society of London
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