论文标题
针对二阶椭圆问题的弱伽勒金方法的平行迭代程序
A parallel iterative procedure for weak Galerkin methods for second order elliptic problems
论文作者
论文摘要
提出并分析了基于域分解的可行的迭代程序，并分析了弱的galerkin有限元方法的二阶椭圆方程。建立了融合分析，以将域的分解为与弱殖民地方法或较大子域相关的单个元素。说明了一系列数值测试，以验证本文中发展的理论。
A parallelizable iterative procedure based on domain decomposition is presented and analyzed for weak Galerkin finite element methods for second order elliptic equations. The convergence analysis is established for the decomposition of the domain into individual elements associated to the weak Galerkin methods or into larger subdomains. A series of numerical tests are illustrated to verify the theory developed in this paper.
