By Todhunter, I. (Isaac)
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Extra resources for A History of the mathematical theory of probability from the time of Pascal to that of Laplace
There are six serieR of formulre; in the first five, which alone involve any difficulty, Sauveur and Bernoulli agree: the last series is obtained by simply subtracting the second from the fifth, and in this case by mistake or misprint Sauveur is wrong. ni Salvatoris Tabellas cum hisce nostris contulerit, deprehendet illas in quibusdam locis, prlEsertim ultimis, nonnihil emendationis indigere. Montucla, page 390, and Gouraud, page 17, seem also to think Sauveur more inaccurate than he really is.
2, 68, que les Romaine n'en ignoraient pas absolument l'usage. Voyez ~ ce sujet M. V. Leclerc, Des Jowrnaua: cha les Romai'IUI, p. , d'un certain Schmelzer (Goattingue, 1181, in-8). GO'IIlraua, page 14. 55. The first name which is usually mentioned in connexion with our present subject is that of John Graunt: I borrow a notice of him from Lubbock and Drinkwater, page 44. After referring to the registers of the annual numbers of deaths in London which began to be kept in 1592, and which with some 38 GRAUNT.
This treatise includes a reprint of the treatise of Huygens, which however is attributed to another person. Caramuel says, page 984, Dum hoc Syntagma. Perillustri Domino N. t, et, quia. est curiosa, et brevis, debuit huic QUleStioni subjungi ... tur, de hoc eodem argumento scripta: nescio an evulgata. > Llngomontanus was a Danish astronomer who lived from 1562 to 1647. 72. muel. muel, que j'm ciM dans ma These•.. logismes, je ne Ie compte pour rien. Montmort, p. 387. • , which will be noticed in a subsequent Chapter.