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Oliver Byrne

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{{Infobox rai-fellow
| first_name = Oliver
| name = Byrne
| honorific_prefix = Prof.
| honorific_suffix =
| image = File:Byrne,_Oliver.jpg
| birth_date = 1810
| death_date = 1890
| address =
| occupation = academic
| elected_ESL = 1845.03.22
| elected_ASL =
| elected_AI =
| elected_APS =
| elected_LAS =
| membership = ESL Ordinary Fellow
| left = 1847.06.03 struck off for arrears
| clubs =
| societies =
}}
== Notes ==
=== Office Notes ===

=== House Notes ===

=== Notes From Elsewhere ===
Oliver Byrne (1810? – 9 December 1890?) was a civil engineer and prolific author of works on subjects including mathematics, geometry, and engineering. He is best known for his 'coloured' book of Euclid's Elements. He was a large contributor to Spon's Dictionary of Engineering. Augustus de Morgan described him as a minor, rather eccentric British mathematician.
== Publications ==
=== External Publications ===
The Apprentice or First Book for Mechanics, Machinists, and Engineers A. J. Fisher (New York) 1874<br />The Practical, complete and correct Gager, containing a description of Parker and Byrne's patent Calculating Instruments; with their use and application, Bailey (London), 1840<br />The Fifth Book of Euclid simplified, 1841.<br />The First Six Books of the Elements of Euclid in which coloured diagrams and symbols are used instead of letters for the greater ease of learners, 1847<br />The Miscellaneous Mathematical Papers of OB, L. Maynard, ed. John Byrne, 1848.<br />The Calculus of Form, circa 1848.[1]<br />OB (ed) Appleton's Dictionary of machines, Mechanics, Engine work and Engineering, 2 vols, Daniel Appleton and Co., 1852.<br />The Calculator's Constant Companion, J. W. Moore (Philadelphia), 1854.<br />The Creed of Saint Athanasius proved by a Mathematical parallel (a satire), 1859.<br />Description and Use of the Byrnegraph, an instrument for multiplying, dividing and comparing lines, angles, surfaces and solids, Allard (London), 1846.<br />Dual Arithmetic, A New Art, Bell & Daldy (London), 1865. (ISBN 978-1-141-92119-5)<br />The Essential Elements of Practical Mechanics, based on the principal of work, designed for engineering students, Spon (London), 1868.<br />General Method of Solving Equations of all degrees, applied particularly to equations of the second, third, fourth and fifth, Spon (London), 1868.<br />The Geometry of Compasses: Or Problems Resolved by the Mere Description Of Circles, Lockwood (London), 1877. (ISBN 978-1-104-05805-0)<br />The Handbook for the Artisan, Mechanic, and Engineer, Collins (Philadelphia), 1853.<br />How to Measure the Earth with the Assistance of Railroads, Currie and Bowman (Newcastle), 1838.<br />Lectures on the Art and Science of War, Donahoe (Boston), 1853.<br />New and Improved Systems of Logarithms, Day (London), 1838.<br />Pocketbook for Railroad and Civil Engineers, Shepherd (New York), 1851.<br />The Practical Metal-Worker's assistant, Baird (Philadelphia), 1851. (ISBN 978-1-151-79618-9)<br />The Practical Model Calculator, Baird (Philadelphia), 1852. (ISBN 978-1-145-93075-9)<br />A Short Practical Treatise on Spherical trigonometry, Valpy, 1835. (ISBN 978-1-110-89691-2)<br />Spon's Dictionary of Engineering, Spon, 1869–1874.<br />Tables of Dual Logarithms, Dual Numbers, and corresponding Natural Numbers, Bell & Daldy, 1867<br />Byrne's Treatise on navigation and nautical Astronomy, the author, 1875.<br />The Young Dual Arithmetician, Bell & Daldy, 1865<br />The Young Geometrician, or Practical geometry without compasses, Chapman and Hall (London), 1865. (ISBN 978-1-143-82512-5) (online edition from Google books)
=== House Publications ===

== Related Material Details ==
=== RAI Material ===

=== Other Material ===
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