People

Nguyen, Thien Binh

Office
BAB114 706-13
Dept. of Mathematical Sciences, UNIST
UNIST-gil 50, Ulsan 689-798

Contact Information
Email: thienbinh84@unist.ac.kr

Curriculum Vitae
CV

Education

Ulsan National Institute of Science and Technology

  • Ph.D. in Mathematical Sciences, 2012 - 2015

  • M.S. in Mechanical Engineering, 2010 - 2012

HCMC University of Technology and Education

  • B.Eng. in Applied Mechanics, 2002 - 2007

Research Interests

Numerical Analysis and Scientific Computing

  • High-order methods for problems with shocks: WENO, Discontinuous Galerkin, Hybridizable Discontinuous Galerkin

  • Fractional differential equations: high-order solvers, fractional hyperbolic PDEs

  • Singular perturbation analysis for stiff problems

  • Uncertainty quantification, Stochastic spectral methods

Publications

  • C.H. Hsia, C.-Y. Jung, T. B. Nguyen, and M.-C. Shiue, On time periodic solutions, asymptotic stability and bifurcations of Navier-Stokes equations, Numerische Mathematik, to appear

  • C.-Y. Jung, and T. B. Nguyen, New time differencing methods for spectral methods, Journal of Scientific Computing, DOI 10.1007/s10915-015-0037-0

  • C.-Y. Jung, and T. B. Nguyen, Semi-analytical time differencing methods for stiff problems, Journal of Scientific Computing, Vol. 63, No. 2, pp. 355-373, 2015

  • C.-Y. Jung, B. Kwon, A. Mahalov, and T. B. Nguyen, Maxwell solutions in media with multiple random interfaces, International Journal of Numerical Analysis and Modeling, Vol. 11, No. 1, pp. 193-212, 2014

  • C.-Y. Jung, and T. B. Nguyen, Semi-analytical numerical methods for convection-dominated problems with turning points, International Journal of Numerical Analysis and Modeling, Vol. 10, No. 2, pp. 314-332, 2013

  • C.-Y. Jung, and T. B. Nguyen, A new adaptive weighted essentially non-oscillatory WENO-θ scheme for hyperbolic conservation laws, submitted, preprint at http://arxiv.org/abs/1504.00731

  • C.-Y. Jung, and T. B. Nguyen, Fine structures for the solutions of two-dimensional Riemann problems by high-order WENO schemes, submitted

  • T. B. Nguyen, and B. Jang, New efficient schemes with linear and quadratic interpolation for fractional ordinary differential equations, complete draft

  • G.-M. Gie, C.-Y. Jung, and T. B. Nguyen, Finite volume approximation with convex quadrilateral meshes, in preparation

  • C.-Y. Jung, and T. B. Nguyen, Numerical simulations of chemotaxis-driven bio-convection in three dimensions, in preparation