1) parallel multisection method
并行多分法
1.
The parallel multisection method for solving algebraic eigenproblem has been presented in recent years with the development of the parallel computers, but all the research work is limited in standard eigenproblems of symmetric tridiagonal matrix.
近年来，随着并行机的发展，提出了代数特征值问题的并行多分法，但国内外的研究工作迄今仅限于对称三对角矩阵的标准特征值问题。
2) parallel multisplitting methods
并行多分裂算法
1.
In this paper,we study some theoretical problems of parallel two stage multisplitting methods and present some comparison theorems for parallel multisplitting methods and two stage multisplitting methods.
研究了并行定常二级算法的一些理论性问题 ,给出了该算法与并行多分裂算法的一些比较性定理 。
3) parallel multisplitting iterative method
并行多分裂迭代法
4) parallel multi-splitting iterative method
并行多重分裂迭代法
5) parallel multisplitting
并行多分裂
1.
A parallel multisplitting two-side monotone approximate secant method for nonlinear system is given and its monotone convergence is proved.
给出一种求解非线性方程组的并行多分裂两侧单调割线法，并证明了方法的单调收敛性，它是序区间割线法的推广，适合于在多台处理机上并行计算，算法简便，计算量省。
2.
In this paper,we improve some recent results for parallel multisplitting methods of singular M-matrix,and some theoretical results of convergence of parallel multisplitting methods are also presented.
改进了奇异M -矩阵的线性方程组的并行多分裂法的一些最近结果 ,给出了并行多分裂迭代方法的一些收敛性的理论结果 。
6) parallel bisection method
并行对分法
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