Craig_A._Tracy

Craig Tracy

Craig Tracy

American mathematician

This article is about the American mathematician. For the British politician, see Craig Tracey.

Craig Arnold Tracy (born September 9, 1945) is an American mathematician, known for his contributions to mathematical physics and probability theory.

Craig Tracy

Born in United Kingdom, he moved as infant to Missouri where he grew up and obtained a B.Sc. in physics from University of Missouri (1967). He studied as a Woodrow Wilson Fellow at the Stony Brook University where he obtained a Ph.D. on the thesis entitled Spin-Spin Scale-Functions in the Ising and XY-Models (1973) advised by Barry M. McCoy,[1] in which (also jointly with Tai Tsun Wu and Eytan Barouch) he studied Painlevé functions in exactly solvable statistical mechanical models.

He then was on the faculty of Dartmouth College (1978–84) before joining University of California, Davis (1984) where he is now a professor.[2] With Harold Widom he worked on the asymptotic analysis of Toeplitz determinants and their various operator theoretic generalizations. This work gave them both the George Pólya and the Norbert Wiener prizes, and the Tracy–Widom distribution is named after them.

Awards


References

  1. [1]
    Craig Tracy at the Mathematics Genealogy Project
  2. [2]
    homepage
  3. [3]
    Craig Tracy and Harold Widom Receive 2007 AMS-SIAM Wiener Prize from American Mathematical Society
  4. [4]
    List of Fellows of the American Mathematical Society, retrieved 2013-08-27.
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