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LOT 1084

4 works.

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Description: 1. Hales, W. - Analysis aequationum. Dublin, J. Hill, 1784. 4to: viii-248 pp. Contemp. half calf. Rare 1st ed. published by the Scottish mathematician W. Hales (1747-1831) at his own expense. Being a rare Scottish contribution to 18th c. development in mathematics, the text was complimented on by J.L. Lagrange. Ref. Not in Honeyman, Macclesfield. - 2. Bollard - "Traité d'algèbre. - Traité de l'analyse". Military academy handbook. Manuscript. 2 vol., 8vo: 114 ff., 287 pp. Contemp. mottled calf. The author Bollard, an artillery vice-corporal, finished his 1st vol. on 28 February 1778 and the 2nd on 12 May 1779. - 3. Clairaut, A.-C. - Eléméns d'algèbre. Paris, David l'aîné, 1749. 8vo: xxiv-348-[2] pp., 10 pl. Contemp. mottled calf. According to the author: "Nulle vérité n'y est présentée sous la forme de théorèmes, toutes semblent être découvertes en s'exerçant sur les problèmes que le besoin ou la curiosité ont fait entreprendre de résoudre''. - 4. La Caille, N.-L. de - Leçons élémentaires de mathématiques, ou Élémens d'algèbre et de géométrie. Paris, H.L. Guérin; L.F. Delatour, 1764. 8vo. [8]-277-[3], 6 pl. (notes in pen). Contemp. calf. (5 vol.)

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Description: 1. Hales, W. - Analysis aequationum. Dublin, J. Hill, 1784. 4to: viii-248 pp. Contemp. half calf. Rare 1st ed. published by the Scottish mathematician W. Hales (1747-1831) at his own expense. Being a rare Scottish contribution to 18th c. development in mathematics, the text was complimented on by J.L. Lagrange. Ref. Not in Honeyman, Macclesfield. - 2. Bollard - "Traité d'algèbre. - Traité de l'analyse". Military academy handbook. Manuscript. 2 vol., 8vo: 114 ff., 287 pp. Contemp. mottled calf. The author Bollard, an artillery vice-corporal, finished his 1st vol. on 28 February 1778 and the 2nd on 12 May 1779. - 3. Clairaut, A.-C. - Eléméns d'algèbre. Paris, David l'aîné, 1749. 8vo: xxiv-348-[2] pp., 10 pl. Contemp. mottled calf. According to the author: "Nulle vérité n'y est présentée sous la forme de théorèmes, toutes semblent être découvertes en s'exerçant sur les problèmes que le besoin ou la curiosité ont fait entreprendre de résoudre''. - 4. La Caille, N.-L. de - Leçons élémentaires de mathématiques, ou Élémens d'algèbre et de géométrie. Paris, H.L. Guérin; L.F. Delatour, 1764. 8vo. [8]-277-[3], 6 pl. (notes in pen). Contemp. calf. (5 vol.)

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