Mathematicall magick: or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language
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| Main Author: | |
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| Format: | Electronic eBook |
| Language: | English |
| Published: |
London
Printed by M.F. for Sa: Gellibrand at the brasen Serpent in Pauls Church-yard
1648
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| Subjects: | |
| Online Access: | BSB01 LCO01 SBR01 UBA01 UBG01 UBM01 UBR01 UBT01 UEI01 UER01 Volltext |
| Item Description: | "The epistle" signed: John Wilkins. - Reproduction of the original in the British Library. - Thomason, E.1095[1]. - Wing (2nd ed.), W2198 Archimedes, or mechanicall powers -- Dædalus, or mechanicall motions |
| Physical Description: | Online-Ressource ill |
Staff View
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| index_date | 2024-07-02T18:26:18Z |
| indexdate | 2024-07-09T21:04:03Z |
| institution | BVB |
| language | English |
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| publisher | Printed by M.F. for Sa: Gellibrand at the brasen Serpent in Pauls Church-yard |
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| spelling | Wilkins, John Verfasser aut Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language By I.W., M.A Vvonders that may be performed by mechanicall geometry Wonders that may be performed by mechanicall geometry Archimedes, or mechanicall powers Dædalus, or mechanicall motions London Printed by M.F. for Sa: Gellibrand at the brasen Serpent in Pauls Church-yard 1648 Online-Ressource ill txt rdacontent c rdamedia cr rdacarrier "The epistle" signed: John Wilkins. - Reproduction of the original in the British Library. - Thomason, E.1095[1]. - Wing (2nd ed.), W2198 Archimedes, or mechanicall powers -- Dædalus, or mechanicall motions Online-Ausgabe Ann Arbor, Mich UMI 1999- Early English books online Sonstige Standardnummer des Gesamttitels: 20723581 Digital version of: (Thomason Tracts ; 162:E1095[1]) s1999 Geometry - Early works to 1800 Mechanics - Early works to 1800 Physics - Early works to 1800 Geometry Early works to 1800 Mechanics Early works to 1800 Physics Early works to 1800 Reproduktion von Wilkins, John Mathematicall magick 1648 https://search.proquest.com/docview/2240949323 Volltext |
| spellingShingle | Wilkins, John Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language Geometry - Early works to 1800 Mechanics - Early works to 1800 Physics - Early works to 1800 Geometry Early works to 1800 Mechanics Early works to 1800 Physics Early works to 1800 |
| title | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language |
| title_alt | Vvonders that may be performed by mechanicall geometry Wonders that may be performed by mechanicall geometry Archimedes, or mechanicall powers Dædalus, or mechanicall motions |
| title_auth | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language |
| title_exact_search | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language |
| title_exact_search_txtP | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language |
| title_full | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language By I.W., M.A |
| title_fullStr | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language By I.W., M.A |
| title_full_unstemmed | Mathematicall magick or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language By I.W., M.A |
| title_short | Mathematicall magick |
| title_sort | mathematicall magick or the vvonders that may be performed by mechanicall geometry in two books concerning mechanicall povvers motions being one of the most easie pleasant usefull and yet most neglected part of mathematicks not before treated of in this language |
| title_sub | or, the vvonders that may be performed by mechanicall geometry. In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language |
| topic | Geometry - Early works to 1800 Mechanics - Early works to 1800 Physics - Early works to 1800 Geometry Early works to 1800 Mechanics Early works to 1800 Physics Early works to 1800 |
| topic_facet | Geometry - Early works to 1800 Mechanics - Early works to 1800 Physics - Early works to 1800 Geometry Early works to 1800 Mechanics Early works to 1800 Physics Early works to 1800 |
| url | https://search.proquest.com/docview/2240949323 |
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