Two-step Iterative Method for Solving Generalized Absolute Value Equations
For the solution of a generalized absolute value equation,a new Newton type two-step iterative method was first proposed.It generalized an existing two-step iterative method for solving a standard absolute value equation.Then,its convergence was discussed and many convergence conditions were given.Finally,a numerical example was reported to show that this new method presented in this paper was feasible and effective.
Generalized absolute value equationsTwo-step iterative methodConvergence analysisNewton-type method
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