Fatimah, Siti2021-08-232021-08-232020-09https://repository.unri.ac.id/handle/123456789/10084This article discusses the iterative method based on minimization techniques to solve the system of the absolute value equations. The analysis begins by discussing how to obtain a solution by applying this method. The convergence of the methods discussed is shown by looking at the value of the difference of the function values at two consecutive iterations which is equal to the error of the method at the specified norm. At the end of the discussion a computational example is given, to see how the performance of the iterative method. This article is a review of articles from Noor et al.’s [Optimization Letters, 6 (2012), 1027–1033].enIterative methodminimization techniqueabsolute value eqtuationsinner productpositif definite matrixArticle