Kim Border Explained

Kim C. Border
Birth Date:27 June 1952
Death Date:[1]
Nationality:American
Fields:Economics
Alma Mater:[2]
Doctoral Advisor:Marcel Kessel Richter
Children:1

Kim C. Border was an American behavioral economist and professor of economics at the California Institute of Technology.

Career

Border received a bachelor's degree in economics from Caltech in 1974. Shortly after completing his Ph.D. in economics at the University of Minnesota in 1979, he returned to Caltech as a faculty member, where he remained for over forty years.

Border specialized in decision theory and auction design. In 1991, he proved a set of inequalities (now known as "Border's theorem") that characterize the possible allocations for a single-item auction,[3] a result that now plays a key role in the computational design of auctions.[4] He also contributed several applications of Arrow's impossibility theorem to economic domains.[5]

Border was also known for his teaching in subjects of mathematical economics, and for his extensive in-depth lecture notes.[6]

Personal life

Border died on November 19, 2020, and is survived by his son.

Selected publications

Notes and References

  1. Web site: Clavin . Whitney . Caltech Mourns the Passing of Professor Kim Border (1952-2020) . Caltech . 3 April 2021.
  2. Web site: Kim Christian Border . The Mathematics Genealogy Project . 3 April 2021.
  3. Border . Kim C. . Implementation of Reduced Form Auctions: A Geometric Approach . Econometrica . 1991 . 59 . 4 . 1175–1187 . 10.2307/2938181 . 2938181 . 3 April 2021 . 0012-9682.
  4. Web site: Nisan . Noam . On the Borders of Border's Theorem Simons Institute for the Theory of Computing . simons.berkeley.edu . 3 April 2021.
  5. Le Breton . Michel . Weymark . John A. . Chapter Seventeen - Arrovian Social Choice Theory on Economic Domains . Handbook of Social Choice and Welfare . 1 January 2011 . 2 . 191–299 . Elsevier . 10.1016/S0169-7218(10)00017-1 . 1803/15728 . en. free .
  6. Web site: The Kim C. Border Repository. 2021-07-13. healy.econ.ohio-state.edu.