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Home » Books, Autographs and Prints – Auction 88 » Arithmeticorum libri sex, et de numeris multangulis liber unus. Nunc primum Graece & Latine editi, atque commentariis illustrati. Auctore C. G. Bacheto.

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Matematica - Diofanto di Alessandria

Arithmeticorum libri sex, et de numeris multangulis liber unus. Nunc primum Graece & Latine editi, atque commentariis illustrati. Auctore C. G. Bacheto.

Parigi, H. Drouart, 1621. In 2°. Frontespizio in rosso e nero, testo in greco e latino, diagrammi e formule matematiche nel testo, diffuse bruniture, strappo all’angolo superiore di c.Aa3 (p.281), altro strappetto al centro del margine inferiore di p.285, legatura coeva in pergamena rigida, rovinata. Nota di possesso manoscritta al frontespizio; ex libris al contropiatto di Andrea Molza.

€ 3.500 - € 1.621

Sold for € 4.375

Notes:
Prima edizione rara di “the first systematic treatise on algebra" (D. E. Smith, Rara Arithmetica). Edizione originale in greco, accompagnata dalla traduzione latina di Xylander (1575) e dal commento di Bachet. “The most famous edition of the Arithemtic was that of Bachet de Mézeriac (1621). Bachet glimpsed the possibility of general principles behind the special problems of the Arithmetic and, in his commentary on the book, alerted his contemporaries to the challenge of properly understanding Diophantus and carrying his ideas further. It was Fermat who took up this challenge and made the first significant advances in number theory since the classical era." (John Stillwell, Mathematics and Its History, p.51). “Although entitled an arithmetic this is really a treatise on algebra, the first systematic one ever written. It contains, however, a good deal of matter upon Greek theory of numbers, notably the 'Clavdii Gasparis Bacheti Sebusiani, in Diophantvm, Liber Primus,' 'Liber Secundus,' and 'Liber Tertius.' A certain amount of this work also enters into the treatise itself, but this is generally algebraic in character, the standard problem requiring the finding of a number satisfying given conditions. This leads to numerous indeterminate (Diophantine) equations." (Smith, Rara Arithmetica, p.348).

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Lot number 224, Books Autographs and Prints &8211 Auction 88


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