Dashnic-Zusmanovich矩阵线性互补问题的误差界

Error Bound for Linear Complementarity Problem of Dashnic-Zusmanovich Matrix

研究Dashnic-Zusmanovich矩阵A的线性互补问题的误差界估计,给出只涉及矩阵A的元素的逆矩阵无穷范数的新上界,利用两类重要不等式以及放缩技巧,给出矩阵A的线性互补问题的误差界。

Error bound of the linear complementarity problem of the Dashnic-Zusmanovich matrix A was studied.A new upper bound of the infinite norm of the inverse matrix involving only the elements of the matrix A was given.Two important inequalities and scaling techniques were used to give the error bound of the linear complementarity problem.