For the comedy writer, see Tim Brooke-Taylor. For the 19th-century diplomat, see Brook Taylor (diplomat).
Brook Taylor
FRS
Engraving of Taylor c. 1720s
Born
Brook Taylor
18 August 1685
Edmonton, Middlesex, England
Died
29 December 1731(1731-12-29) (aged 46)
London, England
Resting place
St Ann's, Soho
Citizenship
English
Alma mater
St John's College, Cambridge
Known for
Taylor's theorem Taylor series Finite difference Integration by parts
Scientific career
Fields
Mathematics
Institutions
St John's College, Cambridge
Academic advisors
John Machin and John Keill
Brook TaylorFRS (18 August 1685 – 29 December 1731) was an English mathematician and barrister best known for several results in mathematical analysis. Taylor's most famous developments are Taylor's theorem and the Taylor series, essential in the infinitesimal approach of functions in specific points.
BrookTaylor FRS (18 August 1685 – 29 December 1731) was an English mathematician and barrister best known for several results in mathematical analysis...
the sum of its Taylor series are equal near this point. Taylor series are named after BrookTaylor, who introduced them in 1715. A Taylor series is also...
Brook Lopez, American basketball player BrookTaylor (1685–1731), English mathematician of Taylor series fame Brook, a persona of Mary J. Blige Brook...
TaylorBrook (born 1985) is a composer of contemporary classical music who currently resides in New York City. Brook was born in Edmonton but grew up in...
the latter is not necessarily equivalent to the former. Mathematician BrookTaylor discovered integration by parts, first publishing the idea in 1715. More...
hectares. Since 2005, a connecting path between Max-Born-Strasse and Brook-Taylor-Strasse has borne the name Zum Trudelturm ("to the Trudelturm"). In 2005...
the terminology employed above. Finite differences were introduced by BrookTaylor in 1715 and have also been studied as abstract self-standing mathematical...
doi:10.1364/JOSA.28.000327. Taylor, Brook. New Principles of Perspective. p. 1719. Anderson, Kirsti (1991). "BrookTaylor's Work on Linear Perspective"...
mother. Xie had three younger brothers: George Herbert, Hugh Bridges, and BrookTaylor, and a younger sister, Dorothy Maud Mary. All were featured in Dodgson's...
Ezekiel "Kell" Brook (born 3 May 1986) is a British former professional boxer who competed from 2004 to 2022. He held the International Boxing Federation...
Gottfried Leibniz Isaac Newton Method of Fluxions Infinitesimal calculus BrookTaylor Colin Maclaurin Leonhard Euler Gauss Joseph Fourier Law of continuity...
based in Carpinteria, California. It was founded in 1996 by Brook Harvey-Taylor and Billy Taylor in Portland, Oregon. Pacifica specializes in vegan and cruelty-free...
2015). "Five ways Taylor Swift is changing the world". BBC News. Retrieved December 31, 2019. Brooks, Dave (November 3, 2022). "How Taylor Swift Changed the...
Kiyoshi Oka Bernhard Riemann Karl Weierstrass Pierre Alphonse Laurent BrookTaylor Siméon Denis Poisson Hermann Schwarz Camille Jordan Carl Gustav Jacob...
development of trigonometric series. Also in the 18th century, BrookTaylor defined the general Taylor series. Trigonometric ratios are the ratios between edges...
Elizabeth Rosemond Taylor DBE (27 February 1932 – 23 March 2011) was a British and American actress. She began her career as a child actress in the early...
and Humphry Ditton called the result the "main and Great Proposition". BrookTaylor wrote the first book in English on perspective in 1714, which introduced...
ISBN 978-0-85950-159-0. Retrieved 2014-07-29. "BrookTaylor". History.MCS.St-Andrews.ac.uk. Retrieved May 25, 2018. "BrookTaylor". Stetson.edu. Archived from the original...
decimal places, he combined his formula with the Taylor series expansion for the inverse tangent. (BrookTaylor was Machin's contemporary in Cambridge University...
The brook trout (Salvelinus fontinalis) is a species of freshwater fish in the char genus Salvelinus of the salmon family Salmonidae native to Eastern...
problems connected with vibrating strings, and the solutions given by BrookTaylor and by Jean le Rond d'Alembert. Together Bernoulli and Euler tried to...
researchers such as Christiaan Huygens, Vittorio Francesco Stancari and BrookTaylor were finding similar and lower values for A4, as low as 383 Hz.) In 1701...
Harmonia Mensurarum (1722). Also in the 18th century, BrookTaylor defined the general Taylor series and gave the series expansions and approximations...