论文标题
离散的黑森复合物在三个维度
Discrete Hessian complexes in three dimensions
论文作者
论文摘要
一个符合四面体网格上的虚拟元素黑森氏络合物的家族是基于多项式张量空间的分解来构建的。它们被用于离散具有最佳阶收敛的线性性与时间无关的爱因斯坦 - 比安奇系统。
A family of conforming virtual element Hessian complexes on tetrahedral meshes are constructed based on decompositions of polynomial tensor spaces. They are applied to discretize the linearized time-independent Einstein-Bianchi system with optimal order convergence.
