期刊文献+

区间凸二次规划问题弱最优解的判别

Checking weak optimality solution of interval convex quadratic program
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摘要 基于凸二次规划中的KKT条件,讨论了带区间数的凸二次规划的最优解问题.针对约束域为不等式且变量有符号限制的区间凸二次规划,给出了检验弱可行解是否为弱最优解的充要条件. Investigates the optimal solution of interval convex quadratic program based on the KKT conditions of convex quadratic program.Presents a sufficient and necessary condition for checking weak optimality of a given weak feasible solution for the interval convex quadratic program,which feasible region consists of inequalities with sign-restricted variables.
作者 夏梦雪 XIA Meng-xue(Department of Foundation, ArmyOfficerAcademyofPLA, Hefei310018, China)
出处 《高师理科学刊》 2017年第10期8-11,共4页 Journal of Science of Teachers'College and University
关键词 区间凸二次规划 弱最优解 KKT条件 interval convex quadratic program weakly optimal solution KKT conditions
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