Difference between revisions of "Arithmetica Universalis"

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(Summary paragraphs by Marly Tristano.)
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===by Sir Isaac Newton===
 
===by Sir Isaac Newton===
 
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<blockquote>''Arithmetica Universalis'' was first printed in Latin in Cambridge in 1707 and based on lecture notes by Newton for the period 1673 to 1683. In this work, Newton covers the essentials of algebra: notation, addition, subtraction, multiplication, division, extraction of roots, reduction of fractions, reduction of geometrical questions to equations, and resolution of equations. In addition, Newton extended Descartes' rule of signs to imaginary roots. He also formulated a rule to determine the number of imaginary roots of any equation. <ref> Babson 200; Gray 278; Wallis 278. </ref></blockquote>
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Sir Issac Newton (1642-1727) was a philosopher and mathematician who did not begin his educational studies immediately due to the need to help his mother raise his half sibilings. In 1661, Newton arrived in Cambridge to attend Trinity College, and entered as a sub-sizar where he performed menial tasks in order to stay enrolled and pay for his education. The ‘Quaestions quaedam’ launched Newton’s career into science.<ref>Richard S. Westfall, [http://www.oxforddnb.com.proxy.wm.edu/view/article/20059 "Newton, Sir Isaac (1642–1727)"] in ''Oxford Dictionary of National Biography'' (Oxford University Press, 2004- ), accessed October 3, 2013.</ref><br />
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Newton did not begin to make his mathematical tracts available until after 1704. The manuscripts were originally made available to acolytes, who copied and translated them. However, many times, this ended up with Newton’s original theories being badly mutilated. It was due to the eventual increase in funding of scientific academies that Newtown finally allowed his works to go into print.<ref>Niccolo Guicciardini. "Issac Newton and the Publication of His Mathematical Manuscripts," ''Studies in History and Philosophy of Science, Part A'' 35, no. 3 (2004): 455-470.</ref> However, Newton maintained a scribe and public lecture mentality and most of his works did not go into print until after his death.<br />
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Based on lecture notes by Newton from the period 1673 to 1683, ''Arithmetica Universalis'' was first printed in Latin in Cambridge in 1707. In this work, Newton covers the essentials of algebra: notation, addition, subtraction, multiplication, division, extraction of roots, reduction of fractions, reduction of geometrical questions to equations, and resolution of equations. In addition, Newton extended Descartes' rule of signs to imaginary roots. He also formulated a rule to determine the number of imaginary roots of any equation.
  
 
==Bibliographic Information==
 
==Bibliographic Information==
'''Author:''' Sir Isaac Newton
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'''Author:''' Sir Isaac Newton.
  
'''Title:''' Arithmetica Universalis: Sive De Compositione Et Resolutione Arithmetica Liber
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'''Title:''' ''Arithmetica Universalis: Sive De Compositione Et Resolutione Arithmetica Liber''.
  
 
'''Published:''' Londini: Benji & Sam. Tooke, 1722.  
 
'''Published:''' Londini: Benji & Sam. Tooke, 1722.  
  
'''Edition:'''
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'''Edition:''' Editio secunda, in qua multa immutantur & emendantur, nonnulla adduntur; 332 pages.
  
 
==Evidence for Inclusion in Wythe's Library==
 
==Evidence for Inclusion in Wythe's Library==
  
 
==Description of the Wolf Law Library's copy==
 
==Description of the Wolf Law Library's copy==
Bound in contemporary paneled calf, expertly rebacked with red morocco label. Purchased from Ted Steinbock.
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Bound in contemporary paneled calf, expertly rebacked with red morocco label. Purchased from Ted Steinbock.<br />
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<br />
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View this book in [https://catalog.swem.wm.edu/law/Record/3473635 William & Mary's online catalog].
 
===References===
 
===References===
 
<references/>
 
<references/>

Revision as of 14:34, 14 October 2013

by Sir Isaac Newton

Sir Issac Newton (1642-1727) was a philosopher and mathematician who did not begin his educational studies immediately due to the need to help his mother raise his half sibilings. In 1661, Newton arrived in Cambridge to attend Trinity College, and entered as a sub-sizar where he performed menial tasks in order to stay enrolled and pay for his education. The ‘Quaestions quaedam’ launched Newton’s career into science.[1]

Newton did not begin to make his mathematical tracts available until after 1704. The manuscripts were originally made available to acolytes, who copied and translated them. However, many times, this ended up with Newton’s original theories being badly mutilated. It was due to the eventual increase in funding of scientific academies that Newtown finally allowed his works to go into print.[2] However, Newton maintained a scribe and public lecture mentality and most of his works did not go into print until after his death.

Based on lecture notes by Newton from the period 1673 to 1683, Arithmetica Universalis was first printed in Latin in Cambridge in 1707. In this work, Newton covers the essentials of algebra: notation, addition, subtraction, multiplication, division, extraction of roots, reduction of fractions, reduction of geometrical questions to equations, and resolution of equations. In addition, Newton extended Descartes' rule of signs to imaginary roots. He also formulated a rule to determine the number of imaginary roots of any equation.

Bibliographic Information

Author: Sir Isaac Newton.

Title: Arithmetica Universalis: Sive De Compositione Et Resolutione Arithmetica Liber.

Published: Londini: Benji & Sam. Tooke, 1722.

Edition: Editio secunda, in qua multa immutantur & emendantur, nonnulla adduntur; 332 pages.

Evidence for Inclusion in Wythe's Library

Description of the Wolf Law Library's copy

Bound in contemporary paneled calf, expertly rebacked with red morocco label. Purchased from Ted Steinbock.

View this book in William & Mary's online catalog.

References

  1. Richard S. Westfall, "Newton, Sir Isaac (1642–1727)" in Oxford Dictionary of National Biography (Oxford University Press, 2004- ), accessed October 3, 2013.
  2. Niccolo Guicciardini. "Issac Newton and the Publication of His Mathematical Manuscripts," Studies in History and Philosophy of Science, Part A 35, no. 3 (2004): 455-470.