‎NEWTON (Isaac), CASTIGLIONE (Giovanni Salvemini da, ou Jean de Castillion)‎
‎Arithmetica Universalis ; sive compositione et resolutione arithmetica (...) Cum commentario Johannis Castillionei (...)‎

‎ 1761 Amsterdam, Marc Michel Rey, 1761, 3 parties en 2 tomes rel. en 1 vol. in 4 de (6)-XVIII-310-(2) pp. ; (4)-288 pp. ; (2)-134-(2) pp., pages de titres imprimées en rouge et noir, 37 planches dépliantes gravées, rel. début XIXe de plein veau brun raciné, dos richement orné de fers dorés, pièce de titre de maroquin rouges, tranches jaspées de couleurs, bel ex.‎

Reference : 16870


‎Cette édition comporte d'importants commentaires du mathématicien Giovanni Francesco Mauro Melchior Salvemini da Castiglione (1708-1791). Elle contient dans la dernière partie, des traités additionnels par Halley, Colson, Maclaurin, Campbell, Baermann, Kästner et Boscowitch (le dernier paraissant ici pour la 1re fois). Ex libris armorié gravé de Georges BONTEMPS (1799-1883). Les ouvrages dont le prix est supérieur à 35 euros vous seront envoyés par colissimo avec suivi, et remis contre signature. ‎

€1,000.00
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1 book(s) with the same title

‎NEWTON (I.) - [GIOVANNI CASTILLIONE]‎

Reference : 7220

‎Arithmetica universalis ; sive de compositione et resolutione arithmetica cum commentario Johannis Castillionei in almo Lyco trajectino philosophiae, matheseos & astronomiae prosessoris ordinarii‎

‎Amsterdam, Rey, 1761, 2 tomes reliés en un volume in 4, demi-basane, dos orné de fers et filets dorés (reliure de l'époque), (plats frottés, coins émoussés), T.1 : (3), 18pp., 310pp., (1), T.2 : (2), 288pp., (1), 41 planches dépliantes‎


‎"Amsterdam edition WITH COMMENTARY BY GIOVANNI DI CASTILLIONE WHO EDITED NEWTON'S WORKS". (Babson N° 205) ---- Bon exemplaire ---- "Newton's Arithmetica universalis consists of algebraical lectures delivered by him during the first nine years he was professor at Cambridge... It contains new and important results on the theory of equations. Newton states Descartes' rule of signs in accurate form and gives formulae expressing the sum of the powers of the roots up to the sixth power and by an 'and so on' makes it evident that they can be extended to any higher power...". (Cajori p. 201)‎

Librairie Bernard Maille - Paris

Phone number : 0143255173

EUR2,500.00
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