We consider again the procedure for finding a solution of a linear complementarity system, which was presented in [4]. The procedure is based on the theory of the simplex method and generates iterative cuts of the relaxed system, until one of the solutions is obtained. This solution can be used in the first step of the method we have described in [6]. Some better explanatory examples are shown.
A procedure for solving a linear complementarity system
Alberto Peretti
2024-01-01
Abstract
We consider again the procedure for finding a solution of a linear complementarity system, which was presented in [4]. The procedure is based on the theory of the simplex method and generates iterative cuts of the relaxed system, until one of the solutions is obtained. This solution can be used in the first step of the method we have described in [6]. Some better explanatory examples are shown.
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