摘要
基于线性互补问题的等价形式,结合不等式的放缩技巧,给出了MBπR-矩阵线性互补问题解的误差界新估计式。数值实例说明,该误差界改进了现有文献的有关结果。
Based on the equivalent form of the linear complementarity problem, the error bound for solutions ofMBπR-matrix linear complementarity problemsis obtained by combining the inequality scaling technique. Numerical examples show that this error bound improves the results of the existing literature.
出处
《应用数学进展》
2024年第7期3381-3391,共11页
Advances in Applied Mathematics
