Alan J. Hoffman
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Alan Hoffman | |
---|---|
Born | New York City |
May 30, 1924
Nationality | American |
Fields | Mathematics |
Institutions | Thomas J. Watson Research Center City University of New York |
Alma mater | Columbia University |
Thesis | On the Foundations of Inversion Geometry (1950) |
Doctoral advisor | Edgar Lorch |
Doctoral students | Michael Doob Refael Hassin Thomas McCormick |
Notable awards | John von Neumann Theory Prize (1992) |
Alan Jerome Hoffman (born May 30, 1924[1]) is an American mathematician and IBM Fellow emeritus, T. J. Watson Research Center, IBM, in Yorktown Heights, New York. He is the founding editor of the journal Linear Algebra and its Applications, and holds several patents. He has contributed a great deal to combinatorial optimization and the eigenvalue theory of graphs. Hoffman and Robert Singleton constructed the Hoffman–Singleton graph, which is the unique Moore graph of degree 7 and diameter 2.[2]
Contents
Awards
Alan Hoffman is a recipient of many awards.[3]
- IBM Fellow, 1978–
- Member, National Academy of Sciences, 1982–
- Fellow, American Academy of Arts and Sciences, 1987–
- D. Sc. (Hon.) Technion – Israel Institute of Technology, 1986
- 1992 John von Neumann Theory Prize with Philip Wolfe
Select Publications
- Hoffman A. J. & Jacobs W. (1954) Smooth patterns of production. in Management Science, 1(1): 86-91.
- Hoffman A. J. & Wolfe P. (1985) History. Lawler E. L., Lenstra J. K., Rimmooy Kan A. H. G., & Shmoys D. B., eds. in The Traveling Salesman Problem. John Wiley & Sons: New York.
Notes
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References
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- ↑ A.E. Brouwer & J.H. van Lint, Strongly regular graphs and partial geometries, in: Enumeration and Design - Proc. Silver Jubilee Conf. on Combinatorics, Waterloo, 1982, D.M. Jackson & S.A. Vanstone (eds.) Academic Press, Toronto (1984) 108.
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