CD Skripsi
Metode Iterasi Baru Mirip Sor Untuk Menyelesaikan Sistem Persamaan Nilai Mutlak
This article discusses the new SOR-like iterative method for solving the system
of absolute value equations introduced by Ke and Ma [Applied Mathematics
Letter, 311 (2017) 195-202]. Before proving convergence, the method was driven
technically by mimicking the SOR iterative method. The convergence of the
discussed method is proved by showing that the norm of error decreases with
increasing the iteration numbers. At the end of the discussion an example of
a computation is given to see the implementation of the SOR like iterative
method.
Keywords: Absolute value equations, SOR-like method, matrix splitting,
covergence analysis
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