Charles-Marie-Thérèse-Léon de Tinseau d'Amondans de Gennes was a French military engineer and mathematician of the eighteenth century, born in 1748 and dead in 1822. The sixth of seven sons of a noble family of the Franche-Comté, he entered the École du Génie at Mézières in 1769 and graduated in 1771, where Gaspard Monge, his professor of mathematics, drew him towards mathematics, although he followed a military career and reached the rank of brigadier general. In 1772 he presented two papers to the Académie Royale des Sciences, published in 1774. The more influential, on the properties of solids bounded by surfaces made of straight lines, demonstrates what is now known as De Gua's theorem, which led to a polemic with Jean Paul de Gua de Malves, who had published another demonstration thirty years before.
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Source Charles de Tinseau d'Amondans (Wikipedia)
Principal Result
Source Charles de Tinseau d'Amondans (Wikipedia)
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Source Charles de Tinseau d'Amondans (Wikipedia)Lead, nationalityQuote, Lead, nationality
Charles-Marie-Thérèse-Léon de Tinseau d'Amondans de Gennes (1748–1822) was a military engineer and mathematician from France in the 18th century.
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1. Charles de Tinseau d'Amondans (Wikipedia)
Lead, nationality
Charles-Marie-Thérèse-Léon de Tinseau d'Amondans de Gennes (1748-1822) was a military engineer and mathematician from France in the 18th century.
Biography, birth
Charles-Marie-Thérèse-Léon de Tinseau d'Amondans de Gennes (1748-1822) was a military engineer and mathematician from France in the 18th century.
Biography, gender
He entered in the École du Génie at Mézières (the Military School of Artillery of France) in 1769 and he graduated in 1771.
Mentored By: Gaspard Monge, Body, teacher
Gaspard Monge, his professor of mathematics, interested him in mathematics.
Principal Result: De Gua's Theorem, Lead, principal result
The more influential of the two papers was Sur quelques propriétés des solides renfermés par des surfaces composées des lignes droites, in which he demonstrates what is today known as De Gua's theorem.
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