1) SSOR iterative matrix
SSOR迭代方法
2) SSOR iterative method
SSOR迭代法
3) Block quasi-diagonally dominant matrix
块SSOR迭代法
4) successive over relaxation(SSOR) method
超松驰迭代法(SSOR)
5) SSOR iterative
SSOR迭代
1.
In this paper we suppose that coefficient matrix A possesses "proprety∮" then discuss the convergence of the USSOR,SSOR iterative methods, give the necessary and sufficient conditions of this two iterative methods, at the same time, give the convergence domains of the 2-block USSOR、SSOR iterative methods for large scale least squares problems.
本文假设系数矩阵A具有“性质(?)”,讨论USSOR、SSOR迭代的收敛性,给出了这两种迭代收敛的充要条件,同时给出了用2-块USSOR迭代和2-块SSOR迭代求解最小二乘问题的收敛域。
6) the SSOR method
SSOR方法
1.
The paper introduces the interval SSOR method and discusses the convergence of the SSOR method when interval matrix A is a H matrix, especially when A is a diagonal dominant interval matrix.
基于区间H -矩阵特别是严格对角占优矩阵 ,进行了区间SSOR方法的研究。
补充资料：层层迭迭
1.见"层层迭迭"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条