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Gaspard Monge, bá tước Péluse ( 9 tháng 5 năm 1746 [1] – 28 tháng 7 năm 1818) là một nhà toán học, nhà cách mạng người Pháp và được coi là cha đẻ của hình học hoạ hình. Trong cuộc Cách mạng Pháp, ông đã tham gia vào việc cải cách toàn bộ hệ thống giáo dục, thành lập ...
MONGE, GASPARD. ( b. Beaune, France, 9 May 1746; d. Paris, France, 28 July 1818) geometry, calculus, chemistry, theory of machines. Monge revived the study of certain branches of geometry, and his work was the starting point for the remarkable flowering of that subject during the nineteenth century. Beyond that, his investigations extended to ...
Monge [m :ž], Gaspard, francuski matematičar, fizičar i političar ( Beaune, 10. V. 1746 – Pariz, 28. VII. 1818 ). Diplomirao (1764) na Collège de la Trinité u Lyonu. Razvio svestranu aktivnost znanstvenika, pedagoga, inženjera i političara. Aktivan sudionik Francuske revolucije, visoki dužnosnik revolucionarne vlade i sudionik u ...
Gaspard Monge was born at Beaune on May 10, 1746, and died at Paris on July 28, 1818. He was the son of a small pedlar, and was educated in the schools of the Oratorians, in one of which he subsequently became an usher. A plan of Beaune which he had made fell into the hands of an officer who recommended the military authorities to admit him to ...
Gaspard Monge, comte de péluse ( gróf) ( Beaune, Côte-d’Or, 1746. május 10. – Párizs, 1818. július 28.) francia matematikus, az ábrázoló geometria megalkotója, az analitikus geometria úttörője; ez a két irányzat azóta a projektív geometria részévé vált. Kiemelkedő szerepet játszott a francia forradalomban, részt vett ...
L Pepe, Gaspard Monge in Italy : the foundation and first works of the National Institute of the Roman Republic (Italian), Boll. Storia Sci. Mat. 16 (1) (1996) , 45 - 100 . L Pepe, Gaspard Monge : a mathematician in the history of the great libraries of Italy (1796 - 1798) ( Italian ) , Boll.
The two planes are ordinarily the horizontal and a vertical, and the line of intersection is the ground. line. Some of the projections and construc. tions discussed by Monge, which are. accompanied by elegant diagrams, are as follows: 11 Given a point and a line (or plane), to find a line (plane) through the given.
