Classified papers: volume 1 concerning 'Arithmetick, Algebra, Geometry, Trigonometry'
Reference number: CLP/1
Date: 1669-1731
Description
Papers on mathematical topics. These works were either sent to the Royal Society, usually by their authors or by intermediaries, for reading at ordinary meetings of the Royal Society. Material might be commissioned by the Royal Society, or collected by other means.
The volume has a manuscript listing bound into the front of the book, by Arthur Hugh Church. This notes the paper number (1-49), author, title/subject, with some details of pagination, if published in Philosophical Transactions and illustrative content. There is an additional inserted loose sheet with a draft list of contents (listed 1-55).
- Reference number
- CLP/1
- Earliest possible date
- 1669-1731
- Physical description
- Quarter bound in cream leather with tan cloth boards
- Page extent
- 1 volume containing 49 papers
- Format
- Manuscript
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Citation
Classified papers: volume 1 concerning 'Arithmetick, Algebra, Geometry, Trigonometry', 1669-1731, CLP/1, The Royal Society Archives, London, https://makingscience.royalsociety.org/items/clp_1/classified-papers-volume-1-concerning-arithmetick-algebra-geometry-trigonometry, accessed on 15 October 2024
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https://makingscience.royalsociety.org/items/clp_1/classified-papers-volume-1-concerning-arithmetick-algebra-geometry-trigonometry
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Hierarchy
This volume contains 49 manuscripts:
-
Paper, 'De resolutione aequationum cubicarum' [On the resolution of cubic equation] by Gottfried Wilhelm Leibniz
17th century Creator: Gottfried Wilhelm von Leibniz Reference number: CLP/1/1 -
Paper, 'The mystical square of 6' from [Mr St Clare?] to Edmund Halley
17th century Reference number: CLP/1/2 -
-
Paper, 'Questions of chance' by Mr [Francis] Robartes
1691 Creator: Francis Robartes Reference number: CLP/1/4
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Classified Papers
Dates: 1592-1741
The 'Classified Papers' of the Royal Society are papers from British and international natural philosophers and scholars categorised according to subject areas.View collection