Vladimir Retakh

Russian mathematician
The basics

Quick Facts

IntroRussian mathematician
PlacesRussia United States of America
isMathematician
Work fieldMathematics
Gender
Male
Birth1948, Chișinău, Moldova
Age77 years
Education
Moscow State Pedagogical University
Awards
Fellow of the American Mathematical Society 
The details

Biography

Vladimir Solomonovich Retakh (Ретах Владимир Соломонович; 20 May 1948) is a Russian-American mathematician who made important contributions to Noncommutative algebra and combinatorics among other areas.

Biography

Retakh graduated in 1970 from the Moscow State Pedagogical University. Beginning as an undergraduate Retakh regularly attended lectures and seminars at the Moscow State University most notably the Gelfand seminars . He obtained his PhD in 1973 under the mentorship of Dmitrii Raikov. He joined the Gelfand group in 1986.

His first position was at the central Research Institute for Engineering Buildings and later obtained his first academic position at the Council for Cybernetics of the Soviet Academy of Sciences in 1989. While at the Council for Cybernetics of the Soviet Academy of Sciences in 1990, Retakh had started working with Gelfand on their new program on Noncommutative determinants. Prior to immigrating to the US in 1993 he also held a position at the Scientific Research Institute of System Development

Research

Retakh's other contributions include:

  • Contributions to the theory of general hypergeometric functions
  • Contributions to the theory of Lie–Massey operators
  • Instigated the study of homotopical properties of categories of extensions based on the Retakh isomorphism
  • Introduction of noncommutative determinants, also known as quasideterminants
  • Introduction of noncommutative symmetric functions
  • The introduction of noncommutative Plücker coordinates
  • Noncommutative integrable systems

Recognition

He was included in the 2019 class of fellows of the American Mathematical Society "for contributions to noncommutative algebra and noncommutative algebraic geometry".

The contents of this page are sourced from Wikipedia article on 14 May 2020. The contents are available under the CC BY-SA 4.0 license.