Nguyễn Thành Nhân Print
Friday, 20 June 2014 08:03

A. PHẦN BẢN THÂN

HỠvà tên: Nguyễn Thành Nhân
Ngày, tháng, năm sinh: 09/8/1986
NÆ¡i sinh:
Quê quán: Bến Tre
Há»c vị cao nhất: TiêÌn sĩ                                  Năm công nhận: 2013
Chức danh : Giảng viên
Môn giảng dạy:
ÄÆ¡n vị công tác:

Khoa ToaÌn - Tin, TrÆ°á»ng Äại há»c SÆ° phạm TP HCM
Chỗ ở riêng hoặc địa chỉ liên lạc: 280 An Dương Vương, P.4, Quận 5
Äiện thoại liên hệ:
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B. PHẦN DANH MỤC

Bài báo

  1. Thanh Nhan Nguyen (2013), “Convergence to equilibrium for discretizations of gradient-like flows on Riemannian manifoldsâ€, Differential and Integral Equations, 26 (5/6), 571-602 (with B. Merlet), (SCIE, ISSN: 0893-4983).
  2. Thanh Nhan Nguyen (2013), “Convergence to equilibrium for discrete gradient-like flows and an accurate method for the motion of suspended particles in a Stokes fluidâ€, Dissertation, Ecole Polytechnique.
  3. M.-P. Tran, T.-N. Nguyen (2015), Asymptotic formulas for the forces and torques of two close particles in a Stokes fluid, Journal of Science, HCMC University of Education, 67 (2), 78-91 (ISSN: 1859-3100).
  4. A.-C. Egloffe, A. Gloria, J.-C. Mourrat, T.-N. Nguyen (2015), Random walk in random environment, corrector equation, and homogenized coefficients: from theory to numerics, back and forth, IMA Journal of Numerical Analysis, 35 (2), 499-545 (SCI, ISSN: 0272-4979).
  5. M.-P. Tran, T.-N. Nguyen (2015), A long time behavior for gradient-like systems under a weak angle condition, Journal of Science, HCMC University of Education, 70 (5), 65-75 (ISSN: 1859-3100).
  6. A. Lefebvre-Lepot, B. Merlet, T.-N. Nguyen (2015), An accurate method to include lubrication forces in numerical simulations of dense stokesian suspensions, Journal of Fluid Mechanics, 769, 369-386 (SCI, ISSN: 0022-1120).
  7. M.-P. Tran, T.-N. Nguyen (2016), A spectral decomposition in vector spherical harmonics for Stokes equations, Applied Mathematics in Engineering and Reliability, 237-242.
  8. D.-L. Nguyen, T.-N. Nguyen, M.-P. Tran (2016), A galerkin approximation for integral-differential equations in electromagnetic scattering from a chiral medium, to appear in Applicable Analysis (SCIE, ISSN: 0003-6811).

Sách tham khảo

  1. T.-N. Nguyen (2014), An accurate method for the motion of particles in a Stokes fluid, LAP LAMBERT Academic Publishing, Germany (ISBN: 978-3-659-56513-7).

Äá» tài khoa há»c

  1. Sá»± há»™i tụ đến Ä‘iểm cân bằng của nghiệm má»™t số lá»›p phÆ°Æ¡ng trình vi phân thừa nhận hàm dạng Lyapunov (Äá» tài cấp cÆ¡ sở, CS2015.19.61).