Lĩnh vực nghiên cứu:  Complex analysis, Pluripotential theory

Email/webpage:  ngquang.dieu@hnue.edu.vn và dieu_vn@yahoo.com

  • From December 2001- September 2007: Lecturer at Hanoi National University of Education
  • From October 2007- November 2011: Associate Professor at Hanoi National University of Education
  • From December 2011- present: Full Professor at Hanoi National University of Education
  • From April 2019 to April 2023: Part time employment at Thang Long Institute of Mathematics and Applied Sciences, Thang Long University.
  • 1991-1995: Undergraduate student, Hanoi National University, Hanoi, Vietnam. • 1996-1997: Master student, Hanoi National University, Hanoi, Vietnam.
  • 1997-2000: Ph.D Student, University Paul Sabatier, Toulouse 3, France.
  • May 2006- November 2006 : Habilitation Diriger des Recherches (HDR) researcher at University Paul Sabatier, Toulouse 3, France.
  • Complex analysis
  • Pluripotential theory
  • Ph.D.: Le Thanh Hung (defended 12/2018); Sanphet Ounhean (defended 10/2018); Kieu Phuong Chi (defended 10/2010);  Dau Hoang Hung (defended 9/2010)
  • M.Sc.: Duong Trang Nhung (defended 2018); Pham Thu Ha (defended 2018); Quach Thu Ha (defended 2018) Nguyen Thi Hanh (2017); Nguyen Thi Men (2016)
  • [1] Nguyen Quang  Dieu and Tang Van Long, Journal of Math. Anal and Applications, 505, 125477 (2022):  “Plurisubharmonic functions and Monge-Ampere operators on complex varieties in bounded domains in Cn”, ISI(SCI).
  • [2] Nguyen Van Phu and Nguyen Quang Dieu, Journal of Math. Anal and Applications,  530, Issue 2,  127732 (2024): “Solutions to weighted complex m-Hessian equations on domains in C^n” , ISI(SCI).
  • [3] Do Hoang Son and Nguyen Quang Dieu, Journal of Math. Anal and Applications,  530, Issue 2,  127681 (2024): “On the viscosity approach to a class of fully nonlinear elliptic equations”,  ISI(SCI).
  • [ADL22] H. T. Anh, N. Q. Dieu and T. V. Long, Bernstein – Markov property for compact sets in  , Result Maths, Vol 77(2022), article number 40.
  • [DD22] N. Q. Dieu and D. T. Duong, Decay near boundary of volume of sublevel sets of m-subharmonic functions, Indag. Math., Vol 33(2022), 357-371.
  • [4] Nguyen Quang  Dieu and Tang Van Long, Math. Scand., 127 (3) (2021):“Product property of global P-extremal functions” , ISI(SCIE).
  • [5] Ninh Van Thu and Nguyen Quang Dieu,  Journal of Math. Anal and Applications, 485, 123810 (2020):  “Some properties of h-extendible domains”
  • [6] Nguyen Van Khue, Nguyen Quang Dieu, Nguyen Van Khiem, Annali della Scuola Normale Sup., (2019): “Vitali properties of Banach analytic manifolds”, DOI Number: 10.2422/2036-2145.201608_016, ISI (SCI)
  • [7] Nguyen Quang Dieu and Sanphet Ounhean,   Proc. of the Amer. Math. Soc., 146, 309-323  (2018): “A comparison principles for bounded plurisubharmonic functions on complex varieties”, ISI(SCI).
  • [8] Nguyen Quang Dieu, Hoang Thieu Anh, Dau Hoang Hung and Sanphet Ounhean, Journal of Math.  Anal and Applications,  465 , 1039-1055 (2018): “Approximation of m-subharmonic functions on bounded domains in C^n”, ISI(SCI)
  • [9] Nguyen Quang Dieu, Tang Van Long and Sanphet Ounhean, International
    Journal of Math . 28, 1750107 (2017): “Approximation of plurisubharmonic functions on complex varieties”, ISI (SCI).
  • [10] Nguyen Quang Dieu, Phung Van Manh, Pham Hien Bang and Le Thanh Hung, Publ. Math. 60 , 311-334 (2016): “Vitali’s theorem without uniform boundedness”, ISI (SCIE)
  • [11]  Nguyen Quang Dieu and Pascal Thomas, Indiana University Mathematical Journal, 65, 221-234  (2016):  “Convergence of multipole Green functions”, ISI (SCI)
  • [12] Le Mau Hai, Nguyen Quang Dieu and Nguyen Xuan Hong, Manuscripta Mathematica, 144,  517–534 (2014):  “Existence and compactness for the dbar-Neumann operator on q-Convex domains”,  ISI(SCI).
  • [13] Nguyen Quang Dieu, Pham Hien Bang and Nguyen Xuan Hong, Journal of Mathematical Analysis and Applications, 420, 669-683 (2014): “Uniqueness properties of m-subharmonic functions in Cegrell classes”, ISI (SCI).
  • [14] Nguyen Quang Dieu, Illinois J. Math., 55, 69-76 (2011):“Zero sets of real polynomials containing complex varieties”, ISI (SCIE).
  • [15] Le Mau Hai, Nguyen Quang Dieu and Nguyen Xuan Hong, Journal of Mathematical Analysis and Applications, 383 (379-390) (2011): “ L2-aproximation of differential forms by dbar-closed ones on smooth hypersurfaces”, ISI (SCI).
  • [16] Y.J. Lee and N.Q. Dieu, Proc. of the Amer. Math. Soc., 139, 547-558  (2011): “Toeplitz operators on the Dirichlet spaces of planar domains ”, ISI(SCI).
  • [17] Nguyen Quang Dieu and Kieu  Phuong Chi, Michigan Math. J., 58 (2) (479-488) (2009):  “Local polynomial convexity of certain graphs in C^2”, ISI(SCI).
  • [18] H. Ahn and Nguyen Quang Dieu, Osaka Journal of Math., 46 (3) (2009), 599- 610: “The Donnelly-Fefferman estimates on q-pseudoconvex domains”,  ISI (SCIE).
  • [19] Nguyen Quang Dieu and D. H. Hung, Annales Institute Fourier 58, 1383-1406 (2008):  “Jensen measures and unbounded B – regular domains in C^n”, ISI (SCI)
  • [20] Nguyen Quang Dieu and Pham Hoang Hiep, Potential Analysis, 29, 409-426 (2008):  “Pluripolar hulls and complete pluripolar sets”, ISI (SCI)
  • [21] Nguyen Quang Dieu and Tang Van Long,  Math. Scand. 101 , 184-194 (2007): “Sublevel sets of certain extremal functions”, ISI (SCI)
  • [22] Nguyen Quang Dieu ,  Internat. J. Math. 18, 1169-1185 (2007):  “Perron-Bremermann envelopes on bounded domains in Cn”, ISI (SCI)
  • [23] Nguyen Quang Dieu, Michigan Math. J. 54,  697-711 (2006): “Approximation of plurisubharmonic functions on bounded domains in C^n”, ISI (SCI)
  • [22] N. Q. Dieu,  Publ. Mat. 50, 349-369 (2006): “q-plurisubharmonicity and q – pseudoconvexity in C^n”,  ISI (SCIE).
  • [24] Nguyen Quang Dieu and F. Wikstrom, Michigan Math. J. 53, 529-544, (2005):  “Jensen measures and approximation of plurisubharmonic functions” ISI (SCI)
  • [25] Nguyen Quang Dieu, Ark.  Mat., 43, (2005), 181-200: “Continuity of pluricomplex Green functions with poles along a hypersurface”, ISI (SCIE)
  • [26] Nguyen Quang Dieu, Michigan Math. J., 47, (2000), 335-351:  “Local hulls of unions of totally real graphs lying in real analytic hypersurface”, ISI (SCI)