This article is about a professor and mathematical scientist. For the similarly named Colonel Jerald L. Thompson, see 1994 Black Hawk shootdown incident.
In addition to being a mathematician, Thompson also was interested in painting. The illustration shown here is a study for "Chromatic Hamiltonian Knight's Tour". The painting combines Thompson's aesthetic and mathematical skills (the indicated moves of a knight on a chessboard cycle through the color wheel).
From 1953 to 1958, Thompson taught at Dartmouth College in Hanover, New Hampshire, where he wrote Introduction to Finite Mathematics with John G. Kemeny and J. Laurie Snell. Introduction to Finite Mathematics was "the first book which introduced mathematics into the study of management and business problems", according to Thompson's Carnegie-Mellon colleague, Professor Egon Balas.[2] "Kemeny-Snell-Thompson" became a standard textbook in management science.
In 1959, Thompson joined the faculty of the Graduate School of Industrial Administration at the Carnegie Institute of Technology in Pittsburgh, Pennsylvania. At Carnegie Mellon University, Thompson became the IBM Professor of Systems and Operations Research and a Senior Researcher at the Innovation, Creativity, and Capital Institute. He developed new methods for mathematical and computational modeling and expanded the use of mathematics in management science and economics. His research encompassed mathematical programming, combinatorial optimization, production planning, large scale linear and network programming, computational economics, market games, optimal control theory, scheduling theory and practice, and management.
In 2001, Thompson retired from Carnegie Mellon University at the age of seventy-eight. In 2003, a conference was held to honor Thompson's 80th birthday. At this conference, William W. Cooper gave an address on Thompson's work and impact on operations research; Cooper's address was published in the festschrift for Thompson.[3]
Notable works
Motzkin, T. S.; Raiffa, H.; Thompson, G. L.; Thrall, R. M. (1953). "The double description method". Contributions to the theory of games. Annals of Mathematics Studies. Vol. 2. Princeton, N. J.: Princeton University Press. pp. 51–73. MR0060202.
Kemeny, John G.; Snell, J. Laurie; Thompson, Gerald L. (1957). Introduction to finite mathematics. Englewood Cliffs, N. J.: Prentice-Hall, Inc. pp. xi+372. MR0084454.
Morgenstern, Oskar; Thompson, Gerald L. (1976). Mathematical theory of expanding and contracting economies. Lexington Books. Lexington, Massachusetts: D. C. Heath and Company. pp. xviii+277.
Muth, John F.; Thompson, Gerald L., eds. (1963). Industrial scheduling. Prentice-Hall international series in management. Winters, Peter R. (collaborator). Englewood Cliffs, N.J.: Prentice-Hall.
Thompson, Gerald L.; Thore, Sten (1992). Computational economics: Economic modeling with optimization software. Suite 1100, 651 Gateway Boulevard, South San Francisco, California, 94080–7014: Scientific Press. p. xii+352. ISBN0-89426-201-7.{{cite book}}: CS1 maint: location (link)
The column subtraction algorithm: An exact method for solving weighted set covering, packing and partitioning problems, Farid Harche, Gerald L. Thompson, Computers & OR 21(6): 689-705 (1994)
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Cooper, William W. (March 2008). "Gerald L. Thompson: An Appreciation". In Aronson, Jay E.; Zionts, Stanley (eds.). Operations research: Methods, models, and applications. The IC2 Management and Management Science Series (The University of Texas at Austin). Vol. 2. Greenwood Publishing Group, Incorporated (Paperback, Information Age Publishing). pp. 3–16. ISBN9781593112660.