John Edward Campbell
John Edward Campbell | |
---|---|
Oxford, Oxfordshire, England | |
Known for | Campbell's theorem Baker–Campbell–Hausdorff formula |
Awards | Fellow of the Royal Society (1905) |
Scientific career | |
Fields | Mathematics |
John Edward Campbell (27 May 1862,
Biography
Campbell was born in a family of a doctor, also named John Campbell. He studied first at the
Campbell made his most notable contribution to mathematics in 1897 by introducing a formula for multiplication of exponentials in
In 1903, Campbell published a book on Introductory Treatise on Lie's Theory of Finite Continuous Transformation Groups where he popularised the ideas of
Personal life
Campbell married Sarah Hardman (born in Oldham ca. 1862) in the Ashton Registration District in the late 1889. They had three sons and one daughter, all born in Oxford:[2]
- John Maurice Hardman Campbell (1891–1973)
- William Percy Campbell (2 May 1894 – 24 October 1914)
- Patrick James Campbell (22 December 1897 – )
- Dorothea Mary Hardman Campbell (28 December 1902 – ?).
William enrolled into the Oxford College in October 1913 but went to the World War I fronts the next year. He fought with the Wiltshire Regiment as a Second Lieutenant in the 3rd Battalion (attached 2nd Battalion) starting from October 1914 and was killed in action only a few weeks later.[2] He was the uncle of Air Chief Marshal Sir Donald Hardman.
Books
- Introductory treatise on Lie's theory of continuous transformation groups. Oxford: Clarendon Press. 1903.[8]
- A course of differential geometry. Oxford: Clarendon Press. 1924.[9]
References
- . Retrieved 4 August 2016.
- ^ a b c William Percy CAMPBELL (1894–1914) Archived 2 July 2011 at the Wayback Machine. St Margaret's War Memorial
- ^ a b John Edward Campbell. www-history.mcs.st-and.ac.uk
- ^ J. Campbell, Proc Lond Math Soc 28 (1897) 381–390; ibid 29 (1898) 14–32.
- ^ H. Poincaré, Compt Rend Acad Sci Paris 128 (1899) 1065–1069; Camb Philos Trans 18 (1899) 220–255.
- H. Baker, Proc Lond Math Soc (1) 34 (1902) 347–360; ibid (1) 35 (1903) 333–374; ibid (Ser 2) 3 (1905) 24–47.
- ^ F. Hausdorff, "Die symbolische Exponentialformel in der Gruppentheorie", Ber Verh Saechs Akad Wiss Leipzig 58 (1906) 19–48.
- S2CID 4030417.
- .