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两种预优AOR方法在二级迭代过程中收敛性的比较

Convergence Comparison of Two Preconditioned AOR Methods Used in Two-Stage Iterative Process
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摘要 对于线性系统Ax=b,当A为L-矩阵时,通过两种预优AOR迭代方法收敛的谱半径的比较,给出在二级迭代的情况下,外迭代的R1-收敛因子的更为精确的结果. This paper attempts to examine the linear system Ax = b, where A is a L-matrix. Finer results of the R:-factor of the outer iteration in two-stage iterative process are obtained by comparing the spectral radii preconditioned by two AOR methods.
作者 滑伟
出处 《南京工程学院学报(自然科学版)》 2011年第3期6-9,共4页 Journal of Nanjing Institute of Technology(Natural Science Edition)
关键词 二级迭代 L-矩阵 预优AOR方法 谱半径 two-stage iterative L-matrix preconditioned AOR method spectral radius
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参考文献10

  • 1HADJIDIMOS A.Accelerated overrelaxation method[J].Math Comp,1978,32(141):149-157.
  • 2CAO Zhi-hao.Numerical Linear Algebra[M].Shanghai:The Press of Fudan University,1996.
  • 3YONG D M.Iterative Solution of Large Linear System[M].New York:Academic Press,1971.
  • 4NICHOLS N K.On the convergence of two-stage iterative processes for solving linear equations[J].
  • 5PLEMMONS R J,MARKHAM T L,NEUMANN M.Convergence of a direct-iterative method for large-scale leas.
  • 6DANIEL B,SZYLD A F.H-splittings and two-stage iterative methods[J].Numer Math,1992(63):345-356.
  • 7ORTEGA J M.The Numerical Analysis a Second Course[M].Philadelphia:SIAM,1990.
  • 8RHEINBOLDT W C,ORTEGA J M.The Iterative Solution of Nonlinear Equations in Several Variables[M].
  • 9VARGA R S.Matrix Iterative Analysis[M].Englewood Cliffs:Princeton-Hall,Inc,1962.
  • 10LI Ai-juan.Improving AOR iterative methods for irreducible L-matrices[J].Engineering Letters,20.

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