Basil Gordon
Basil Gordon (December 23, 1931 – January 12, 2012) was a mathematician at UCLA, specializing in number theory and combinatorics.[1] He took his Ph.D. thesis at California Institute of Technology under the supervision of Tom Apostol. Ken Ono was one of his students.
Gordon is well known for Göllnitz–Gordon identities, generalizing the Rogers–Ramanujan identities.[2] He also posed the still-unsolved Gaussian moat problem in 1962.[3]
Gordon was drafted into the US Army, where he worked with the former Nazi rocket scientist, Dr Wernher von Braun. Gordon's calculations of the gravitational interactions of earth, moon, and satellite contributed to the success and longevity of Explorer I, which launched in 1958 and remained in orbit until 1970.[4] He was the step-grandson of General George Barnett and is a descendant of the Gordon family of British distillers, producers of Gordon's Gin.
References
- ^ "Basil Gordon Obituary: View Basil Gordon's Obituary by Los Angeles Times". Legacy.com. Retrieved 2012-03-23.
- ^ Krishnaswami Alladi (2013) Remembering Basil Gordon, 1931-2012, NAMS 60(7), 856-865.
- ^ Gethner, Ellen; Wagon, Stan; Wick, Brian (1998), "A stroll through the Gaussian primes", The American Mathematical Monthly, 105 (4): 327–337, doi:10.2307/2589708, MR 1614871.
- ^ "Basil Gordon Obituary: View Basil Gordon's Obituary by Los Angeles Times". Legacy.com. Retrieved 2012-08-16.
External links
- Basil Gordon at the Mathematics Genealogy Project
- Weisstein, Eric W. "Göllnitz–Gordon identities". MathWorld.
- Alladi, Krishnaswami; Andrews, George; Ono, Ken; McIntosh, Richard J. (2006). "On the work of Basil Gordon" (PDF). J. Combinat. Theory, Series A. 113 (1): 21–38. doi:10.1016/j.jcta.2005.10.004.
- In memoriam: Basil Gordon,Professor of Mathematics, Emeritus, 1931 – 2012, UCLA Mathematics Department website
- Some Tauberian Theorems connected with the Prime Number Theorem, Basil Gordon, PhD thesis, 1956
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