文件名称:NewtonSorMethod
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通过牛顿-SOR迭代法求解线性方程
不同的迭代因子有不同的迭代效率，从0至2迭代次数先减少后增加，在1.2附近迭代次数最少，而在0和2 附近次数最多。-Through the Newton-SOR iterative method for solving linear equations iterative different factors have different iteration efficiency, from 0-2 to reduce the number of iterations after the first increase in the vicinity of 1.2 iterations at least, and in the vicinity of 0 and 2 Views maximum.
不同的迭代因子有不同的迭代效率，从0至2迭代次数先减少后增加，在1.2附近迭代次数最少，而在0和2 附近次数最多。-Through the Newton-SOR iterative method for solving linear equations iterative different factors have different iteration efficiency, from 0-2 to reduce the number of iterations after the first increase in the vicinity of 1.2 iterations at least, and in the vicinity of 0 and 2 Views maximum.
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NewtonSorMethod.doc