Evgeny Sklyanin Explained

Evgeny Sklyanin
Birth Date:24 May 1955
Birth Place:Leningrad, Soviet Union
Nationality:Russian
Field:Mathematical Physics
Work Institutions:Steklov Mathematical Institute
University of York
Alma Mater:Leningrad Polytechnical Institute (1978)
Steklov Mathematical Institute (Ph.D., 1980)
Steklov Mathematical Institute (DrSci (habilitation), 1989)
Thesis Title:Quantum Variant of the Inverse Scattering Method
Thesis Year:1980
Doctoral Advisor:Ludvig Faddeev
Known For:Sklyanin bracket, Sklyanin algebra

Evgeny Konstantinovich Sklyanin (Russian: Евгений Константинович Склянин, born May 24, 1955, in Leningrad, Soviet Union) is a mathematical physicist, currently a professor of mathematics at the University of York.[1] His research is in the fields of integrable systems and quantum groups. His major contributions are in the theory of quantum integrable systems, separation of variables, special functions.

Biography

He graduated from the Department of Physics, Leningrad State University (USSR) in 1978 and earned PhD (Candidate) in 1980 and DrSci (Habilitation) degree in 1989, both at Steklov Mathematical Institute, St. Petersburg. He then held various research positions at Steklov until 2001, when he moved to the University of York.[1]

He provided, via particular examples, ideas that led to the discovery of quantum groups and Yangians.[2] He pioneered the investigation of quantum integrable systems with boundaries.[3] He developed the method of separation of variables in the theory of integrable systems.[4]

He was elected Fellow of the Royal Society in 2008.[5]

List of publications

External links

Notes and References

  1. Web site: Evgeny Sklyanin. University of York. Department of Mathematics University of York. 25 November 2017.
  2. E. K.. Sklyanin. Some algebraic structures connected with the Yang—Baxter equation. Functional Analysis and Its Applications. 1982. 16. 4. 263–270. 10.1007/BF01077848. 119877313.
  3. E. K.. Sklyanin. Boundary conditions for integrable quantum systems. Journal of Physics A: Mathematical and General. 1988. 21. 10. 2375–2389. 1988JPhA...21.2375S. 10.1088/0305-4470/21/10/015.
  4. E. K.. Sklyanin. L. A.. Takhtadzhyan. L. D.. Faddeev. Quantum inverse problem method. I. Theoretical and Mathematical Physics. 1979. 40. 2. 688–706. 1979TMP....40..688S. 10.1007/BF01018718. 120710212.
  5. Web site: Evgeny Sklyanin. Fellows Directory - The Royal Society. The Royal Society. 25 November 2017.