CISE Postdoctoral Research Associateship in Computational Science and Engineering

9310315 费尔韦瑟 所提出的研究的目标是开发有效的并行稀疏线性系统求解器，用于求解椭圆和非椭圆耦合偏微分方程组的有限元离散化中产生的代数方程。 这些求解器将基于区域和子空间分解方法，用于解决线性和非线性耦合多组分问题，如化学反应流。 重点将是可扩展的，可移植的算法。

9310315 Fairweather The goal of the proposed research is to develop effective parallel sparse linear system solvers for solving the algebraic equations arising in the finite element discretization of elliptic and non-elliptic coupled systems of partial differential equations. These solvers will be based on domain and subspace decomposition methods for use in the solution of linear and nonlinear coupled multicomponent problems, such as chemically reactive flows. The emphasis will be on scalable, transportable algorithms.