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	Optimal error estimates and recovery technique of a mixed finite element method for nonlinear thermistor equations Journal article IMA Journal of Numerical Analysis,2020, volume: 41, issue: 4, pages: 3175-3200 Authors: Gao, Huadong; Sun, Weiwei; Wu, Chengda Favorite \| View/Download：10/0 \| Submit date：2021/09/17 nonlinear parabolic system optimal error estimates: mixed finite element methods thermistor equations semi-implicit scheme
	Efficient Stochastic Galerkin Methods for Maxwell's Equations with Random Inputs Journal article Journal of Scientific Computing,2019, volume: 80, issue: 1, pages: 248-267 Authors: Fang, Zhiwei; Li, Jichun; Tang, Tao; Zhou, Tao Favorite \| View/Download：10/0 \| Submit date：2021/05/11 Finite element method Maxwell's equations Polynomial chaos methods Random inputs Stochastic Galerkin
	A new mixed formulation and efficient numerical solution of ginzburg-landau equations under the temporal gauge Journal article SIAM Journal on Scientific Computing,2016, volume: 38, issue: 3, pages: A1339-A1357 Authors: Gao, Huadong; Sun, Weiwei Favorite \| View/Download：4/0 \| Submit date：2021/06/02 Finite element methods Fully linearized scheme Ginzburg-landau equations Magnetic field Mixed formulation Superconductivity
	Optimal error estimates of linearized Crank-Nicolson Galerkin FEMs for the time-dependent Ginzburg-Landau equations in superconductivity Journal article SIAM Journal on Numerical Analysis,2014, volume: 52, issue: 3, pages: 1183-1202 Authors: Gao, Huadong; Li, Buyang; Sun, Weiwei Favorite \| View/Download：4/0 \| Submit date：2021/05/12 optimal error estimates finite element methods Ginzburg Landau equations Crank-Nicolson scheme superconductivity unconditional stability
	A general moving mesh framework in 3D and its application for simulating the mixture of multi-phase flows Journal article Communications in Computational Physics,2008, volume: 3, issue: 3, pages: 582-602 Authors: Di, Yana; Li, Ruo; Tang, Tao Favorite \| View/Download：10/0 \| Submit date：2021/05/10 Finite element method Moving mesh methods Multi-phase flows Navier-Stokes equations Phase field model Unstructured tetrahedra
	Quadratic immersed finite element spaces and their approximation capabilities Journal article Advances in Computational Mathematics,2006, volume: 24, issue: 1-4, pages: 81-112 Authors: Camp, Brian; Lin, Tao; Lin, Yanping; Sun, Weiwei Favorite \| View/Download：2/0 \| Submit date：2021/06/02 Discontinuous coefficients Error bounds Interface problem Order of convergence Quadratic immersed finite element methods Structured mesh
	Moving Mesh Methods in Multiple Dimensions Based on Harmonic Maps Journal article Journal of Computational Physics,2001, volume: 170, issue: 2, pages: 562-588 Authors: Li, Ruo; Tang, Tao; Zhang, Pingwen Favorite \| View/Download：6/0 \| Submit date：2021/05/11 Adaptive grids Finite element methods Harmonic map Partial differential equations