METODE ITERASI DUA LANGKAH TANPA MEMORI UNTUK MENYELESAIKAN PERSAMAAN NILAI MUTLAK
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Date
2021-06
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perpustakaan UR
Abstract
This article discusses a two-step iteration method without memory for solving ab-
solute equations. The convergence analysis performed shows that the two-step ite-
ration method without memory has a linear convergence order. Then a computation
example is given to see the implementation of the algorithm discussed. At the end
of the discussion, a numerical comparison is carried out which concludes that the
proposed method can be used as an alternative method to solve the absolute value
equation.
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Keywords
A two-step iterative method, absolute value equations, convergence