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Elements of Geometrie 1570. First Edition . EUCLID. The Elements of Geometrie of the most auncient Philosopher Euclide of Megara. Faithfully (now first) translated into the Englishe toung, by H. BillingsleyÂ… With a very fruitfull Preface made by M. I. Dee, specifying the chief Mathematicall Sciences. London: John Daye, (1570). Folio (9 by 13 inches), early 20th-century full blind-tooled brown calf, raised bands, marbled endpapers, all edges gilt. $39,000.Rare first edition in English, with John DeeÂ’s important preface, allegorical woodcut title page by John Blagrave and DeeÂ’s rare folding Groundplat. This copy with 38 of the original folding overslips (small hinged paper slips tipped onto in-text woodcut diagrams, of an original total of 60) on 29 (of 37) figures in Book XI, by their fragile nature often missing.This first edition in English ""is a remarkable production, a stout folio in the well-known manner of John Day whose portrait trademark fills the last page. Apart from the introductory matter, there are 930 pages of text with diagrams well executed. The title page is elaborately emblematic"" (Thomas-Stanford). ""No work can compare to Euclid's Elements in scientific importance, and its first appearance in English was an event of great significance"" (Rosenbach 19: 225). ""Euclid's Elements of Geometry is the oldest mathematical textbook in the world still in common use today. Its author was a Greek mathematician living about 300 B.C. who founded a mathematical school in Alexandria in the reign of Ptolemy I. The Elements is a compilation of all earlier Greek mathematical knowledge since Pythagoras, organized into a consistent system so that each theorem follows logically from its predecessor; and in this simplicity lies the secret of its success. Of the 13 books into which it is divided, numbers 1 to 4 are on plane geometry; 5 and 6 on the theory of proportion due to Eudoxus and its application; 7 to 9 on the properties of numbers; 10 on irrational quantities; 11 to 13 on solid geometry culminating in the proof that there are only five regular solids; books 14 and 15 were added later but are not by EuclidÂ… The Elements remained the common school textbook of geometry for hundreds of years and about one thousand editions and translations have been published"" (PMM 25). The importance of Sir Henry Billingsley's translation of Euclid was overshadowed by John Dee's Mathematicall Preface. ""Even a cursory reading of this introductory piece will reveal that any simple definition of mathematics would be insufficient to encompass Dee's approach to his subject. As the man was attracted to a mathematical spectrum that ranged from the study of navigation and mechanics to mysticism, so too his Preface reflected the study of this subject on all levels"" (Debus). ""Truly a monumental work. The print and appearance of the book are worthy of its contents"" (Heath). The printing by John Day of this large folio was a monumental task, and Day's woodcut portrait is included both on the colophon and possibly as the bearded figure of Mercury at the foot of the title page. The overslips constitute 60 discrete slips of paper on 37 figures. They were originally printed as six bifolia bound in at the end of the book; in this copy they have been cut and tipped in where appropriate, though many are now laid in loose, and five of the slips on two figures have been supplied in a neat pen-and-ink facsimile. Elaborate woodcut initials and tailpieces. First published in Latin in 1482 in Venice by Erhard Ratdolt. STC 10560. Thomas-Stanford 41. Horblit 342. Lowndes, 756. See PMM 25. Title page mounted, with portions of the border affected; final leaf remargined along all four edges; folding groundplat mounted on linen; first leaf of text with neat restoration along hinge, occasional light dampstaining. Minor marginal soiling to first several leaves and a few interior leaves. A very good, handsomely bound copy of this rare and highly important scientific landmark. [Bookseller: Bauman Rare Books]
Last Found On: 2017-04-03
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