An edition of Mathematical magick (1680)

Mathematical magick

or, The wonders that may be performed by mechanichal [sic] geometry. In two books. Concerning mechanical powers [and] motions. Being one of the most easie, pleasant, usefull (and yet most neglected) part of mathematicks. Not before treated of in this language.

by Wilkins, John

Mathematical magick

Wilkins, John, Wilkins, John

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An edition of Mathematical magick (1680)

Mathematical magick

or, The wonders that may be performed by mechanichal [sic] geometry. In two books. Concerning mechanical powers [and] motions. Being one of the most easie, pleasant, usefull (and yet most neglected) part of mathematicks. Not before treated of in this language.

by Wilkins, John

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Publish Date

1680

Publisher

E. Gellibrand

Language

English

Pages

295

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Edition	Availability
1 Mathematical magick: or, The wonders that may be performed by mechanical geometry. In two books. Concerning mechanical powers [and] motions. Being one of the most easie, pleasant, useful, (and yet most neglected) part of mathematicks. Not before treated of in this language. 1691, R. Baldwin in English - The 4th ed.	zzzz Locate
2 Mathematical magick: or, The wonders that may be performed by mechanichal [sic] geometry. In two books. Concerning mechanical powers [and] motions. Being one of the most easie, pleasant, usefull (and yet most neglected) part of mathematicks. Not before treated of in this language. 1680, E. Gellibrand in English	aaaa Locate

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Book Details

Edition Notes

Gibson 647, note.

Wing 2200.

Wrong illus. printed on p. 88; duplicates that of p. 143.

---- ------ Copy 2. Portrait wanting. Correct illus. on p. 88.

Published in: London
Other Titles: The wonders that may be performed by mechanical geometry

The Physical Object

Pagination: [14], 295 p.
Number of pages: 295

Edition Identifiers

Open Library: OL18997934M

Work Identifiers

Work ID: OL2414991W

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Created December 9, 2009
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Mathematical magick

or, The wonders that may be performed by mechanichal [sic] geometry. In two books. Concerning mechanical powers [and] motions. Being one of the most easie, pleasant, usefull (and yet most neglected) part of mathematicks. Not before treated of in this language.

by Wilkins, John