Mathematics

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Browsing Mathematics by Subject "accelera- ting parameter"

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    MODIFIKASI METODE NEWTON DENGAN MEMORI DAN PARAMETER AKSELERASI UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
    (2020-12) Rivani, Maessa
    This article discusses a modification of the Newton method with memory using the acceleration parameter to solve nonlinear equations. Modification is made by repla- cing the invariant parameter in the modified Newton method without memory with the acceleration parameter. The analysis of convergence shows that the convergene order of the proposed method is of 1 + √2. Furthermore, to see the superiority of the method, computational tests are carried outs using five test functions by varying the initial values.