Global error bounds for the solution set of an abstract conic inequality are studied. 针对一类有约束的抽象锥不等式,研究其可行解集的全局误差界。
The experimental results demonstrate that eliminating overlapping solutions make the NSGA-II algorithm more steady and gain a solution set with better diversity. 实验结果表明,去除重复个体的算法能获得分布性更好的解集,且具有更强的稳定性。