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In-4 (197 x 148 mm) de 2 ff.n.ch., 35 pp.ch., 306 pp.ch., 2 tableaux et 1 planche dépliante hors texte ; demi-veau fauve moucheté, dos lisse orné de filets dorés, pièce de titre de maroquin rouge, tranches mouchetées de rouge (reliure du XVIIIe siècle).
1 en stock
Dibner, 110 ; DSB, II, pp. 46-51 & 56-57 ; Evans, 8 ; Horblit, 12 ; PMM, 179.
Edition originale. Ce texte capital pose les principes fondamentaux du calcul des probabilités.
L'Ars Conjectandi, dans lequel Bernoulli (1654-1705) développe les théories et les calculs de Newton et de Leibniz, "was the first systematic attempt to place the theory of probability on a firm basis and is still the foundation of much modern practice in all fields where probability is concerned – insurance, statistics, and mathematical heredity tables" (PMM).
"Bernoulli's ideas on the theory of probability have contributed decisively to the further development of the field. They were incorporated in the second edition of Rémond de Montmort's Essai (1713) and were considered by Abraham de Moivre in his Doctrine of Chances (1718). Bernoulli greatly advanced algebra, the infinitesimal calculus, the calculus of variations, mechanics, the theory of series, and the theory of probability… Bernoulli was one of the most significant promoters of the formal methods of higher analysis” (DSB).
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