CHINESE JOURNAL OF COMPUTATIONAL PHYSICS ›› 1994, Vol. 11 ›› Issue (2): 237-243.

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HIGHER ORDER TWO PARAMETER PARALLEL JACOBI-TYPE METHOD AND ITS CONVERGENCE

Hu Jiagan, Liu xingping   

  1. Institute of Applied Pyisics and Computational Mathematics, Beijing 100088
  • Received:1992-10-27 Revised:1993-07-15 Online:1994-06-25 Published:1994-06-25

Abstract: The higher ordar parallel Jacobi-Type method for solving system of linear algebraic equations is proposed, the convergence of the method is analysed and the optimum parameters and the corresponding spectral radius of the iterative matrix for the model proplem and the like are given. In the end there are some numerical examples to illustrate the effectiveness of our method.

Key words: system of linear algebraic equations, parallel computation, Jacobi-Type method

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