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Henry Briggs (Halifax, febbraio 1561 – Oxford, 26 gennaio 1630) è stato un matematico britannico. È famoso per avere introdotto i logaritmi comuni, in suo onore detti talvolta briggiani (in base 10) partendo dai logaritmi naturali introdotti da Nepero e per aver contribuito efficacemente alla loro diffusione.
Henry Briggs (1 February 1561 – 26 January 1630) was an English mathematician notable for changing the original logarithms invented by John Napier into common (base 10) logarithms, which are sometimes known as Briggsian logarithms in his honour. The specific algorithm for long division in modern use was introduced by Briggs c. 1600 AD.
- English
Le Formule di Briggs sono delle formule geometriche, ricavate da Henry Briggs, in grado di fornire i valori delle principali funzioni trigonometriche avendo a disposizione soltanto le misure dei 3 lati del triangolo. Le formule in realtà forniscono i valori per il semi-angolo interno.
Henry Briggs was an English mathematician who invented the common, or Briggsian, logarithm. His writings were mainly responsible for the widespread acceptance of logarithms throughout Europe. His innovation was instrumental in easing the burden of mathematicians, astronomers, and other scientists.
- The Editors of Encyclopaedia Britannica
Born. February 1561. Warleywood, Yorkshire, England. Died. 26 January 1630. Oxford, England. Summary. Henry Briggs was was an English mathematician who published tables of Napier's logarithm and was the man most responsible for scientists' acceptance of logarithms. Biography.
Briggs, Henry nell'Enciclopedia Treccani - Treccani - Treccani. Matematico (Warley Wood, Yorkshire, 1561 - Oxford 1630). Studiò a Cambridge e ivi insegnò fino al 1596; insegnò poi a Londra e a Oxford. Amico di Nepero, discusse con lui intorno alla costruzione delle tavole dei logaritmi a base 10, logaritmi che presero poi nome appunto da Briggs.
Learn about Henry Briggs, the inventor of common logarithms, and his book Arithmetica Logarithmica. See how he used logarithms to solve geometric problems and compute the properties of the ellipse.
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