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Monroe D. Donsker

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American mathematician
Monroe David Donsker
Born(1924-10-17)October 17, 1924
Burlington, Iowa, USA
DiedJune 8, 1991(1991-06-08) (aged 66)
New York City, USA
EducationUniversity of Minnesota
Known forDonsker’s theorem
Donsker–Varadhan variational formula
Scientific career
InstitutionsCornell University
University of Minnesota
New York University
Doctoral advisorRobert Horton Cameron
Doctoral studentsGlen E. Baxter

Monroe David Donsker (October 17, 1924 – June 8, 1991) was an American mathematician and a professor of mathematics at New York University (NYU). His research interest was probability theory.

Education and career

Donsker was born in Burlington, Iowa. He received a Ph.D. in mathematics at the University of Minnesota in 1948 under the supervision of Robert Horton Cameron. He became a professor at NYU's Courant Institute of Mathematical Sciences in 1962, about a year before his frequent co-author S.R.S. Varadhan started working there. Before joining NYU, Donsker taught at Cornell University and the University of Minnesota. His doctoral students include Glen E. Baxter.

Donsker also served as chair of the Fulbright Foreign Scholarship Board, a U.S. government panel responsible for student exchange programs, after being appointed by presidents Ford and Carter.

In probability theory, Donsker is known for his proof of the Donsker invariance principle which shows the convergence in distribution of a rescaled random walk to the Wiener process.

Personal life

Donsker was married to Mary Davis (1923 – 2013), who was a watercolor artist with a degree in economics from University of Minnesota.

See also

References

  1. Rosemary (2011-08-31). "Where Five Valleys Meet: An encounter with a US Senator". Where Five Valleys Meet. Retrieved 2022-12-11.
  2. ^ "Monroe Donsker, 66, N.Y.U. Math Professor", New York Times, June 12, 1991.
  3. Monroe D. Donsker at the Mathematics Genealogy Project
  4. "MARY DONSKER Obituary (2013) - New York, NY - New York Times". Legacy.com. Retrieved 2022-12-11.

External links

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