A geometrical treatise of the conic sections: in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English
Gespeichert in:
| 1. Verfasser: | |
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| Format: | Elektronisch E-Book |
| Sprache: | English |
| Veröffentlicht: |
London
printed for J. Nourse, in the Strand, Bookseller to His Majesty
MDCCLXXIII. [1773]
|
| Schlagworte: | |
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| Beschreibung: | English Short Title Catalog, T125962 Reproduction of original from British Library With a half-title and a final advertisement leaf |
| Beschreibung: | Online-Ressource (xv,[1],211,[3]Seiten,plates) 4° |
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| index_date | 2024-07-03T22:35:12Z |
| indexdate | 2024-07-10T09:56:40Z |
| institution | BVB |
| language | English |
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| publishDate | 1773 |
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| spelling | Hamilton, Hugh 1729-1805 Verfasser aut De sectionibus conicis tractatus geometricus. <engl.> A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English London printed for J. Nourse, in the Strand, Bookseller to His Majesty MDCCLXXIII. [1773] Online-Ressource (xv,[1],211,[3]Seiten,plates) 4° txt rdacontent c rdamedia cr rdacarrier English Short Title Catalog, T125962 Reproduction of original from British Library With a half-title and a final advertisement leaf Online-Ausg Farmington Hills, Mich Cengage Gale 2009 Eighteenth Century Collections Online Electronic reproduction; Available via the World Wide Web |2009|||||||||| Conic sections Early works to 1800 http://nl.sub.uni-goettingen.de/id/0962100300?origin=/collection/nlh-ecc Verlag Volltext |
| spellingShingle | Hamilton, Hugh 1729-1805 A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English Conic sections Early works to 1800 |
| title | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_alt | De sectionibus conicis tractatus geometricus. <engl.> |
| title_auth | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_exact_search | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_exact_search_txtP | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_full | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_fullStr | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_full_unstemmed | A geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| title_short | A geometrical treatise of the conic sections |
| title_sort | a geometrical treatise of the conic sections in which the properties of the sections are derived from the nature of the cone in an easy manner and by a new method by hugh hamilton a m fellow of trinity college dublin and of the royal society london now dean of armagh translated from the latin original into english |
| title_sub | in which the properties of the sections are derived from the nature of the cone, in an easy manner, and by a new method. By Hugh Hamilton, A. M. Fellow of Trinity College, Dublin, and of the Royal Society, London, Now Dean of Armagh. Translated from the Latin original into English |
| topic | Conic sections Early works to 1800 |
| topic_facet | Conic sections Early works to 1800 |
| url | http://nl.sub.uni-goettingen.de/id/0962100300?origin=/collection/nlh-ecc |
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