Nous en déduisons que la formule est vraie au rang k + 1. D'après le principe de récurrence, il s'ensuit que la formule est vraie pour tous les entiers naturels non nuls.
GREGORY'S series, on which are founded nearly all the methods of obtaining the approximate value of π, is made to depend, in works on trigonometry, on De Moivre's theorem and results flowing from it.
In 1730 Abraham De Moivre published Miscellanea Analytica, a book containing research results in several areas of mathematics, but especially in probability theory. Subscribers to the book have been ...
De Moivre published in 1730 his Miscellanea Analytica Many copies of this work have attached to them a Supplementum with separate pagination, ending in a table of 14 figure logarithms of factorials ...
Abraham de Moivre (né le 26 mai 1667 à Vitry-le-François - mort le 27 novembre 1754 à Londres) est un mathématicien français. Né d'un père médecin, De Moivre vint au jour dans une famille protestante ...
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