Kenneth P. Bogart

Kenneth Paul Bogart (August 6, 1943 – March 30, 2005)[1] was an American mathematician known for his work on preference structures[2] and for his textbook on combinatorics.[3] He was a professor at Dartmouth College.[1]

Kenneth P. Bogart
Born(1943-08-06)August 6, 1943
Cincinnati, Ohio
DiedMarch 30, 2005(2005-03-30) (aged 61)
Alma materCalifornia Institute of Technology
Scientific career
Fieldscombinatorics, preference structures
InstitutionsDartmouth College

Education and career

Bogart was originally from Cincinnati, and was a 1965 graduate of Marietta College.[1] He earned his Ph.D. in 1968 at the California Institute of Technology. His dissertation, Structure Theorems for Local Noether Lattices, was supervised by Robert P. Dilworth.[4]

He joined the faculty of the Dartmouth College mathematics department in 1968, was promoted to full professor in 1980, and was chair of the department from 1989 to 1995.[1] While at Dartmouth, he supervised 17 doctoral students,[4] and was also active in the mentorship of freshman women in research projects in mathematics, including Tara S. Holm, later to become a professional mathematician.[1]

Textbook

Bogart was the author of the textbook Introductory Combinatorics (Pitman, 1983; 3rd ed., Academic Press, 2000).[3]

References

  1. "Mathematics Department : Kenneth P. Bogart (1943–2005)". math.dartmouth.edu. Retrieved 2019-11-27.
  2. Anderson, Andy B. (July 1973), "The Bogart preference structures: Applications", The Journal of Mathematical Sociology, 3 (1): 69–83, doi:10.1080/0022250x.1973.9989824
  3. Reviews of Introductory Combinatorics:
    • Aigner, M., zbMATH (in German), Zbl 0545.05001CS1 maint: untitled periodical (link)
    • Alspach, Brian (June 1985), SIAM Review, 27 (2): 258–259, doi:10.1137/1027068CS1 maint: untitled periodical (link)
    • Johnson, Rubin (1986), Networks, 16 (2): 237, doi:10.1002/net.3230160210CS1 maint: untitled periodical (link)
    • White, Arthur T., "Review of 3rd ed.", zbMATH, Zbl 0956.05001
  4. Kenneth P. Bogart at the Mathematics Genealogy Project
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