论文摘要
以常规的Krylov子空间算法为基础,引入参数,结合PSS方法与松弛正定反Hermitian分裂方法,构建松弛PSS预处理因子(RPSS),并在此基础上引入参数,优化RPSS,形成广义松弛预处理因子(GRPSS),对离散化系统鞍点问题进行分析。仿真结果表明本方法具有较快的收敛速度,能够在一定程度上改善非Hermitian鞍点问题解析速度,为相关工程学科提供辅助性决策依据。
论文目录
文章来源
类型: 期刊论文
作者: 耿丽芳
关键词: 非鞍点,广义松弛,预处理因子
来源: 成都工业学院学报 2019年03期
年度: 2019
分类: 工程科技Ⅱ辑,基础科学
专业: 数学
单位: 晋中师范高等专科学校数理科学系
分类号: O241.6
DOI: 10.13542/j.cnki.51-1747/tn.2019.03.013
页码: 58-60
总页数: 3
文件大小: 1524K
下载量: 15
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