Abstract
In this paper, we present a two‐step Newton‐based matrix‐splitting iteration method for solving the generalize absolute value equation. This method can produce a number of two‐step Newton‐based relaxation iteration algorithms with the right matrix‐splitting options. In particular, some specific sufficient conditions are presented, when A is an H+‐matrix. Finally, numerical results indicate that the two‐step Newton‐based relaxation iteration techniques are effective for solving the generalized absolute value equation.
Funder
Anhui Provincial Department of Education