Shmuel Friedland

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Shmuel Friedland
Born1944
Tashkent
NationalityIsraeli-American
Alma materTechnion - Israeli Institute of Technology
OccupationMathematician

Shmuel Friedland (born 1944 in Tashkent, Uzbek Soviet Socialist Republic)[1] is an Israeli-American mathematician.

Friedland studied at the Technion – Israel Institute of Technology, graduating in 1967 with bachelor's degree and in 1971 with doctorate of science under the supervision of Binjamin Schwarz.[2] As a postdoc Friedland was in 1972/73 at the Weizmann Institute, in 1973/74 at Stanford University, and in 1974/75 at the Institute for Advanced Study. Then he taught at the Hebrew University of Jerusalem, where he became in 1982 a full professor. In 1985 he became a professor at the University of Illinois at Chicago.[3]

Besides linear algebra (matrix theory), Friedland does research on a wide variety of mathematics, including complex dynamics and applied mathematics. With Elizabeth Gross, he proved a set-theoretic version of the salmon conjecture posed by Elizabeth S. Allman.[4]

With Miroslav Fiedler and Israel Gohberg, Friedland shared in the first Hans Schneider Prize, awarded by the International Linear Algebra Society in 1993. He was elected a Fellow of the American Mathematical Society (Class of 2019). Also, he was selected as a 2021 SIAM Fellow, "for deep and varied contributions to mathematics, especially linear algebra, matrix theory, and matrix computations".[5]

Selected publications[]

References[]

  1. ^ biographical information from membership book, Institute of Advanced Study, 1980
  2. ^ Shmuel Friedland at the Mathematics Genealogy Project
  3. ^ "Shmuel Friedland". Mathematics Department, University of Illinois at Chicago.
  4. ^ Friedland, Shmuel; Gross, Elizabeth (2012). "A proof of the set-theoretic version of the Salmon conjecture". Journal of Algebra. 356: 374–379. arXiv:1104.1776. doi:10.1016/j.jalgebra.2012.01.017. S2CID 18426982. arXiv preprint
  5. ^ "SIAM Announces Class of 2021 Fellows". March 31, 2021. Retrieved 2021-04-03.

External links[]


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