开云网页登录数学科学学院

u1986-1992: Ph. D.; Institute of Mathematics, Fudan University, China.

u1982-1986: Bachelor; Department of Mathematics, Fudan University, China.

u2016--2018: The Vice Dean of School of Mathematical Sciences, SJTU.

uSince 2016: Professor of School of Mathematical Sciences, SJTU.

u2009--2015: Professor and Associate Chair of Department of Mathematics, SJTU.

uSince 2002: Professor of Department of Mathematics, SJTU.

u1995--2002: Associate Professor of Department of Mathematics, SJTU.

u1992--1995: Assistant Professor of Department of Mathematics, SJTU.

Since 1992: 《Numerical Methods for Partial Differential Equations》，《Numerical Analysis》，《Scientific Computing》，《Mathematical Models》，《Advanced Numerical Analysis》, etc.

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The course information has moved to the canvas platform of SJTU.

u2023: The second prize of Teaching and Educating, SJTU.

u2018: The third prize of Teaching and Educating, SJTU.

u2018: The 2017 Shanghai Teaching Achievement Award (ranked four).

u2016: Winner of the Yucai Prize of Shanghai City, Shanghai Municipal Education Commission.

u2013: The first prize of Outstanding Teachers, SJTU.

u2005: The first prize of Si Yuan Outstanding Teachers, SJTU.

u2000: The outstanding supervisor of National Mathematical Modeling Contest.

u1999: The first prize of East Communication, SJTU.

u1998: The third prize of Shanghai Teaching Achievement Award (ranked three).

u1997: The second prize of Si Yuan Outstanding Teachers, SJTU.

uThe Finite Element Method with Applications

uThe Virtual Element Method with Applications

uDesign and Analysis for Fast Solvers

uScientific Machine Learning

u2026.01--2029.12:the National Natural Science Foundation of China (NSFC),principal investigator (PI).

u2021.01--2024.12: NSFC, PI.

u2020.12--2025.11: The National Key Research and Development Project, key member.

u2016.01--2019.12: NSFC, PI.

uM. Chen, J. Huang and X. Huang, A robust lower-order mixed finite element method for a strain gradient elastic

model,SINUM, 61:5 (2023), 2237--2260.

uJ. Huang, L. Ju and Y. Xu, Efficient exponential integrator finite element method for semilinear parabolic equations,

SISC, 45:4 (2023), A1545--A1570.

uF. Chen, J. Huang, C. Wang and H. Yang, Friedrichs learning: weak solutions of partial differential equations via deep learning, SISC, 45:3 (2023), A1271--A1299.

uB. Du, J. Huang, M. A. A. Mahbub and H. Zheng, Two-level methods based on the Arrow-Hurwicz iteration for the steady incompressible magnetohydrodynamic system, Numer. Methods Partial Differential Equations, 39:4 (2023), 3332--3355.

uJ. Huang, S. Ma and H. Wang, A hybrid method for three-dimensional semi-linear elliptic equations, East Asian J. Appl. Math., 13:2 (2023), 420--434.

uF. Feng and J. Huang, The virtual element method for a nonhomogeneous double obstacle problem of Kirchhoff plate, Nonlinear Anal. Real World Appl., 71 (2023), Paper No. 103831.

uJ. Huang and Y. Yu, Some estimates for virtual element methods in three dimensions, Comput. Methods Appl. Math., 23:1 (2023), 177--187.

uJ. Huang, C. Wang and H. Wang, A deep learning method for elliptic hemivariational inequalities, East Asian J. Appl. Math., 12:3 (2022), 487--502.

uJ. Huang, H. Wang and T. Zhou, An augmented Lagrangian deep learning method for variational problems with essential boundary conditions, Commun. Comput. Phys. , 31:3 (2022), 966--986.

uF. Feng, W. Han and J. Huang, A nonconforming virtual element method for a fourth-order hemivariational inequality in Kirchhoff plate problem, J. Sci. Comput., 90:3 (2022), Paper No. 89.

uB. Du, J. Huang and H. Zheng, Two-grid Arrow-Hurwicz methods for the steady Incompressible Navier-Stokes equations, J. Sci. Comput., 89:1 (2021), Paper No. 24.

uJ. Huang and Y. Yu, A sparse grid discrete ordinate discontinuous Galerkin method for the radiative transfer equation, Commun. Comput. Phys., 30:4 (2021), 1009--1036.

uF. Feng, W. Han and J. Huang, The virtual element method for an obstacle problem of a Kirchhoff-Love plate, Commun. Nonlinear Sci. Numer. Simul., 103 (2021), Paper No. 106008.

uJ. Huang and S. Lin, A posteriori error analysis of a non-consistent virtual element method for reaction diffusion equations, Appl. Math. Lett., 122 (2021), Paper No. 107531.

uF. Feng, W. Han, and J. Huang, The virtual element method for an elliptichemivariational inequality with convex constraint, Numer. Math. Theor. Meth. Appl., 14:3 (2021), 589--612.

uF. Feng, J. Huang and Y. Yu,A non-consistent virtual element method for reaction difusion equations,East Asian Journal on Applied Mathematics, 10:4(2020), 786-799.

uJ. Huang, H. Wang and H. Yang, Int-Deep: A deep learning initialized iterative method for nonlinear problems, Journal of Computational Physics, 419(2020), 109675.

uJ. HuangandS. Lin, A C0P2 time-stepping virtual element method for linear wave equations on polygonal meshes, Electronic Research Archive, 20(2020), 911-933.

uY. Guo and J. Huang, A robust finite element method for elastic vibration problems, Computational Methods in Applied Mathematics, 20(2020), 481-500.

uF. Feng, W. Han and J. Huang, Virtual element methods for elliptic variational inequalities of the second kind, Journal of Scientific Computing, 80(2019), 60-80.

uJ. Huang, L. Ju and Bo Wu, A fast compact time integrator method for a family of general order semilinear evolution equations, Journal of Computational Physics, 393(2019), 313-336.

uJ. Huang, L. Ju and B. Wu, A fast compact exponential time differencing method for semilinear parabolic equations with Neumann boundary conditions, Applied Mathematics Letters, 94(2019), 257-265.

uY. Guo, J. Huang and J. Lai, A posteriori error analysis of a fully-discrete finite element method for the wave equation, JCAM, 356(2019), 231-247.

uJ. Huang and X. Huang, A hybridizable discontinuous Galerkin methodfor Kirchhoff plates, Journal of Scientific Computing, 78(2019), 290-320.

uB. Du and J. Huang, The generalized Arrow-Hurwicz method withapplications to fluid computation, CICP, 25:3 (2019), 752-780, 2019.

uJ. Huang and X. Huang, An $hp$-version error analysis of thediscontinuous Galerkin method for linear elasticity,Appl. Numer. Math., 133 (2018), 83–99.

uL. Chen and J. Huang, Some error analysis on virtual elementmethods, Calcolo, 55:1 (2018), Art. 5, 23 pp.

uJ. Huang and X. Huang, A nonoverlapping DDM for general elasticbody-plate problems discretized by the P1-NZT FEM, Int. J. Numer. Anal. Model.,15:1/2 (2018), 86-101.

uY. Guo and J. Huang, A domain decomposition based spectralcollocation method for Lane-Emden equations, Communications in ComputationalPhysics, 22:2(2017), 542-571.

uP. Chen, J. Huang and H. Sheng, Solving steady incompressible Navier-Stokes equations by the Arrow-Hurwicz method, Journal of Computationaland Applied Mathematics, 311(2017), 100-114.

uP. Chen, J. Huang and X. Zhang, A primal-dual fixed point algorithmfor multi-block convex minimization, Journal of Computational Mathematics,34:6(2016), 721-737.

uP. Chen, J. Huang and X. Zhang, A primal-dual fixed point algorithmfor minimization of the sum of three convex separable functions, Fixed PointTheory Applications, 54(2016), 18 pp.

uX. Huang and J. Huang, A superconvergent C0 discontinuous Galerkinmethod for Kirchhoff plates: error estimates, hybridization and postprocessing,Journal of Scientific Computing, 69(2016), 1251-1278.

uJ. Huang and H. Sheng, An adaptive time stepping method for transient dynamic response analysis, East Asian J. Appl. Math., 6:2(2016),152-170.

uW. Tang, J. Huang and H. Li, Numerical simulation of anelectro-thermal model for superconducting nanowire single-photon detectors, J.Comput. Anal. Appl., 21:1(2016), 11-23.

uP. Chen, J. Huang and H. Sheng, Some Uzawa methods for steady incompressible Navier-Stokes equations discretized by mixed element methods,Journal of Computational and Applied Mathematics, 273(2015), 313-325.

uP. Chen and J. Huang, On the geometric convergence of the Arrow-Hurwicz algorithm for steady incompressible Navier-Stokes equations, Journal of Computational Analysis and Applications, 18:4(2015), 628-635.

uJ. Lai and J. Huang, An adaptive linear time stepping algorithm forsecond-order linear evolution problems, International Journal of NumericalAnalysis and Modeling, 12:2(2015), 230-253.