Vincenzo Viviani (1622 to 1703) was an Italian mathematician and engineer from Florence who spent his working life at the court of the Medici Grand Dukes of Tuscany. Taught mathematics by the Scolopian friar Clemente Settimi, he was presented to Grand Duke Ferdinando II de' Medici as a teenager, and in 1639 he moved into Galileo's villa at Arcetri as companion, student and collaborator, staying until Galileo died in 1642. He then worked alongside Evangelista Torricelli and in 1644 carried out the experiment Torricelli had proposed, which led to the barometer. Viviani spent much of his life reconstructing lost works of Greek geometry, including Aristaeus's Five Books concerning Solid Loci, published in 1701, and a restoration of the fifth book of Apollonius's Conics, published in 1659. He also worked on the geometry of the cycloid, and he gathered an enormous collection of Galileo's papers for an edition that was only completed long after his death.
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Source Vincenzo Viviani biography (MacTutor)
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Source Vincenzo Viviani biography (MacTutor)
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Source Viviani's theorem, Wikipedia
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Source Viviani's theorem, Wikipedia
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Source Vincenzo Viviani biography (MacTutor)SummaryQuote, Summary
Vincenzo Viviani was an Italian engineer who worked on the geometry of the cycloid.
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1. Vincenzo Viviani biography (MacTutor)
Quick Info, born
5 April 1622
Biography, Tuscan Court
He made a presentation to the Tuscan Court explaining the first sixteen propositions in the first book of the Elements.
Summary
Vincenzo Viviani was an Italian engineer who worked on the geometry of the cycloid.
Mentored By: Galileo Galilei, Biography, Arcetri with Galileo
he took Viviani into his home as a companion, student and collaborator
View the Source2. Vincenzo Viviani (Wikipedia)
LeadQuote, Lead
Vincenzo Viviani (April 5, 1622, September 22, 1703) was an Italian mathematician and scientist.
View the Source Viviani's theorem, Wikipedia
Proofs Credited: Viviani's Theorem, Lead sentence
Viviani's theorem, named after Vincenzo Viviani, states that the sum of the shortest distances from any interior point to the sides of an equilateral triangle equals the length of the triangle's altitude.
Principal Result: Viviani's Theorem, Lead sentence of the article on the result
Viviani's theorem, named after Vincenzo Viviani, states that the sum of the shortest distances from any interior point to the sides of an equilateral triangle equals the length of the triangle's altitude.
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