Doan Trung Cuong


Department of Algebra
Research interests: Commutative algebra, Algebraic geometry, Algebraic number theory

Office: Building A5, Room 102
Tel: +84 4 37563474 / 102
Email: dtcuong AT
Personal homepage:

Born in:  Hải Phòng

Education and academic degrees:

  • University: 2003 - B. Sc., the Honor Program, University of Sciences, Vietnam National University, Hanoi
  • Ph.D.:  2007 - Ph. D., University of Sciences, Vietnam National University, Hanoi (Advisor: Prof. Nguyễn Tự Cường)


  • 2003-present: Researcher at the Institute of Mathematics, VAST, Hanoi.
  • 2007-2010: Postdoc fellow at the University of Duisburg-Essen, Germany.
  • 2012-2014: Postdoc fellow at the Vietnam Institute for Advanced Study in Mathematics (VIASM), Hanoi.
  • 2013 – present: Member of the Vietnam Mathematical Society.

Research areas:

  • Algebraic geometry
  • Commutative algebr
  • Algebraic number theory



List of publications in MathSciNet


List of recent publications
1Nguyen Tu Cuong, Doan Trung Cuong, Local Cohomology Annihilators and Macaulayfication, Acta Mathematica Vietnamica, 42 (2017),pp 37–60.
2Doan Trung Cuong, Phạm Hồng Nam, Hilbert coefficients and partial Euler–Poincaré characteristics of Koszul complexes of d-sequences, Journal of Algebra, 441 (2015), 125–158.
3Doan Trung Cuong, Fibers of flat morphisms and Weierstrass preparation theorem. J. Algebra, 411 (2014), 337–355.
4Doan Trung Cuong, Local rings with zero-dimensional formal fibers. J. Algebra 403 (2014), 76–92.
5Nguyen Tu Cuong, Doan Trung Cuong, Hoang Le Truong, On a new invariant of finitely generated modules over local rings,  Journal of Algebra and its Applications  9 (2010), 959 -- 976, preprint   arXiv:1003.3972.
6Doan Trung Cuong, Hodge cohomology of étale Nori finite vector bundles,  Int. Math. Res. Not., No, 2 (2010), 320 -- 333.
7Nguyen Tu Cuong, Doan Trung Cuong, On sequentially Cohen-Macaulay modules, Kodai Math. J. 30 (2007),  409 - 428, preprint arXiv:math/0507202.
8Nguyen Tu Cuong, Doan Trung Cuong, dd-sequences and partial Euler-Poincare characteristics of Koszul complex. J. Algebra Appl. 6 (2007),  207 - 231, preprint arXiv:math/0507200.
9Nguyen Tu Cuong, Doan Trung Cuong, On the structure of sequentially generalized Cohen-Macaulay modules, J. Algebra 317 (2007),  714 - 742, preprint arXiv:math/0701729.
10Nguyen Tu Cuong, Doan Trung Cuong, dd-sequences and partial Euler-Poincaré characteristics of Koszul complex, Vietnam J. Math. 31 (2003), N0 3, 353 - 358.