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Workshop Series on Advances on Scientific and Engineering Computing (IV) -- Theory and Application of Finite Element Method
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Workshop Series on Advances on Scientific and Engineering Computing (IV) -- Theory and Application of Finite Element Method
About
Speakers
Schedule
Program
Contact Us
INS
Speakers
Yanping Chen
South China Normal University
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Adaptive Hybridizable Discontinuous Galerkin Method for Convection Diffusion Equations with Application to Optimal Control
Wei Gong
Chinese Academy of Sciences
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On discrete shape gradients of boundary type for PDE-constrained shape optimization
Jun Hu
Peking University
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A Family of Mixed Finite Elements for The Biharmonic Equations on Triangular and Tetrahedral Grids
Xuehai Huang
Shanghai University of Finance and Economics
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Conforming VEM-FEM Hessian Complexes in Three Dimensions
Shi Jin
Shanghai Jiao Tong University
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Welcome Remarks
Ying Li
Shanghai University
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Deep Learning-based Method Coupled with Small Sample Learning for Solving Partial Differential Equations
Hongxing Rui
Shandong University
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MAC Scheme for Coupled Stokes Darcy Problems on Non-uniform Grids
Xiaoqin Shen
Xi'an University of Technology
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The Elastodynamic Models and Numerical Computation
Fei Wang
Xi'an Jiaotong University
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Virtual Element Method for General Elliptic Hemivariational Inequalities
Yushun Wang
Nanjing Normal University
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典则Hamilton系统的一个辛格式
Jilu Wang
Beijing Computational Science Research Center
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Convergence of A Second-order Energy-decaying Method for The Viscous Rotating Shallow Water Equation
Haijun Wu
Nanjing University
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A Pure Source Transfer Domain Decomposition Method for Helmholtz Equations in Unbounded Domain
Shuonan Wu
Peking University
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A BPX-type Preconditioner for Integral Fractional Diffusion on Bounded Domains
Xiaoping Xie
Sichuan University
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Discontinuous Galerkin Method for A Distributed Optimal Control Problem of Time Fractional Diffusion Equation
Ziqing Xie
Hunan Normal University
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计算半线性椭圆问题多解的一类谱Galerkin型搜索延拓法的收敛性分析
Yan Xu
University of Science and Technology of China
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Discontinuous Galerkin Methods with Optimal $L^2$ Accuracy for PDEs with High Order Spatial Derivatives
Xuejun Xu
Tongji University
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Local Multilevel Methods for Adaptive Discontinuous Finite Elements
Yongjun Yuan
Hunan Normal University
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An Efficient Numerical Method to Compute Ground States of A Rotating Bose-Einstein Condensate with Impurities
Liuqiang Zhong
South China Normal University
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Two Level Discretizations for Some Classes of PDEs
Xinghui Zhong
Zhejiang University
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Superconvergence Study of The Direct Discontinuous Galerkin Method and Its Variations for Diffusion equations
Shengfeng Zhu
East China Normal University
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A Level Set Method for Shape and Topology Optimization