Abstract:
Methods for solving linear equations are generally Gaussian elimination, matrix triangular decomposition, iterative method. However, in dealing with a general solution of linear equations when they are ill, often fatally accurate, even far from the true solution to the situation. This paper gives the direct method that combined with the iterative method, to make it fairer and more accurate .Finally, let the solution as the initial value, to optimize the scope of each solution to a perturbation, through using local search method and the least squares principle as stopping rule, inorder to get the more accurate solution.
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