Wednesday, November 28, 2012

John Wallis

Kelly Husted History of Math Mathematician Paper John Wallis 1616 1703 John Wallis was born November 23, 1616 and lived till the hoar age of 87 until October 28, 1703 where he passed away in Oxford. He was born of Reverend John Wallis and Joanna Chapman in Ashford, Kent, England (OConnor & Robertson, 2002). He was the third of five children in his English family, unfortunately losing his vex at the very(prenominal) young age of 6. Wallis is known for introducing series systematically in his work and paving the way for his cracking contemporary, Isaac Newton (Eves, 1990, p.392-393). Wallis is most famous for his book, Arithmetica Infinitorum, development of infinitesimal calculus, and introducing the symbolism for infinity. John Wallis was one of the most ablest and most original mathematicians of his day, (Eves, 1990, p.392). He was probably the second most important English mathematician during the seventeenth century, (Westfall, 1995). John Wallis made mevery contributions to the mathematical world as well as lived a very fulfilling life. The first snip Wallis showed any sign of becoming a great bookman was in 1625, when his mother switched him to James Movats grammar school in Tenterden, Kent.
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In 1630, still unaccompanied 13 years of age, he considered himself ready for university (OConnor & Robertson, 2002). From 1631 to 1632 Wallis was enrolled in Martin Holbeachs school in Felsted, Essex. It was here that Wallis truly became fluent in Latin, Greek and Hebrew. He studied logic as well and unfortunately, learned very little arithmetical in school. During this time period, math was not seen as a necessity in the schools but only for use of tradesmen and the like. Wallis first experience with really learning any math and arithmetic was during his Christmas of 1631 when Wallis older brother taught him some of the rules of arithmetic (OConnor & Robertson, 2002). In 1632, John Wallis went to the University of Cambridge, studying topics such as: ethics,... If you want to get a full essay, order it on our website: Orderessay

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