Hossein Zakeri

Prof. Hossein Zakeri

Hossein Zakeri (Persian حسین ذاکری), Prof. Dr. (born 27 December 1942) is an Iranian mathematician. He, along with Prof. R. Y. Sharp, are the founders of generalized fractions, a branch in theory of commutative algebra which expands the concept of fractions in commutative rings by introducing the modules of generalized fractions.[1] This topic later found applications in local cohomology,[2][3] in the monomial conjecture,[4] and other branches of commutative algebra.[5][6]

Biography

Zakeri was born in Urmia, the capital of West Azerbaijan Province. He was accepted in Sharif University of Technology as one of the top students and studied Electrical Engineering there for a few months, but then resigned considering family's financial situation. He worked as a schoolteacher for 3 years until he chose mathematics as his major and did his B.S. in University of Tabriz (1968 to 1972). He then studied for his M.Sc. in the Institute of Mathematics of Kharazmi University in Teheran which was directed by Prof. Gholamhossein Mosaheb (1972 to 1974). He then did his M.Sc. (1979 to 1980), and a Ph.D. degree (1980 to 1982) under supervision of Prof. R. Y. Sharp in University of Sheffield, England. His thesis title was "Modules of Generalized Fractions and Their Applications in Commutative Algebra" which is the first published paper on the topic.

Zakeri is currently retired and works part-time. He was married to Parivash Tousheh in 1974. They have a daughter and a son.

Academic career

Zakeri was the head of department of mathematics of Tarbiat Modares University (1988 to 1990), head of the Institute of Mathematics of Kharazmi University (1991 to 1994), head of mathematics section of Institute for Research in Fundamental Sciences (1994 to 1996), and head of the commutative algebra research team in that institute (1994 to 1999).

Zakeri was named the father of commutative algebra of Iran in 2012, for his efforts and contributions in Commutative Algebra to Iranian mathematical community. The 10th seminar of "Commutative Algebra and Related Topics" of Institute for Research in Fundamental Sciences (December 2013),[7] and the 24th Iranian Algebra Seminar (November 2014),[8] were held in honour of him, with many of his former students and outstanding members of universities participating in it.

Zakeri has supervised 81 M.Sc. students, and 22 Ph.D. students until now. He has 34 published papers, many of which related to Generalized Fractions. In general there are more than 120 published articles (by him or others) which cite Generalized Fractions in their content.

Awards

  1. First Grade Graduate Medal (1972), department of mathematics, Tabriz University.
  2. ATM Flett prize in pure mathematics for doctoral thesis, University of Sheffield, England (1982).
  3. Abbas Riazi Kermani prize (1999).
  4. Award for the outstanding visiting professor of Tarbiat Modares University (1999–2000).

Selected publications

Papers
Books
Translations

References

  1. O'Carroll, Liam (1983). "On the generalized fractions of Sharp and Zakeri". Journal of the London Mathematical Society. Second Series. 28 (3): 417–427. doi:10.1112/jlms/s2-28.3.417. MR 724710.
  2. Bijan-Zadeh, Mohammad H. (1987). "Modules of generalized fractions and general local cohomology modules". Archiv der Mathematik. 48 (01): 58–62. doi:10.1007/bf01196355.
  3. A. Amoli, Kh. (1997). "Local Cohomology, d-Sequences and Generalized Fractions" (PDF). Colloquium Mathematicum. 74 (02): 261–265.
  4. Nhan, Le Thanh (2006). "A Remark on the Monomial Conjecture and Cohen-Macaulay Canonical Modules" (PDF). Proceedings of the American Mathematical Society. 134: 2875–2794. doi:10.1090/S0002-9939-06-08573-X. MR 2231599.
  5. Chung, Sang-Cho (1994). "Complexes of Cousin type and modules of generalized fractions". Nagoya Math. J. 136: 17–34.
  6. Dehghanizadeh, F. (2007). "Tot(M) and Modules of Generalized Fractions" (PDF). International Journal of Algebra. 1 (11): 525–530.
  7. "The 10th Seminar on Commutative Algebra and Related Topics (IPM)".
  8. "24th Iranian Algebra Seminar".
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