[2]KOOPMANS C. Analysis of Production as an Efficient Combination of Activities[M]. New York: John Wiley and Sons, 1951.
|
PARETO V. Cours d’Economie Politique[M]. Lausanne: Librairie Droz, 1896.
|
[3]KUHN H W, TUCKER A W. Nonlinear Programming[M]. Berkeley: University of California Press, 1951.
|
[4]SAWARAGI Y, NAKAYAMA H, TANINO T. Theory of Multiobjective Optimization[M]. London: Academic Press, 1985.
|
[5]HU J, MEHROTRA S. Robust andstochastically weighted multiobjective optimization models and reformulations[J]. Operations Research,2012,60(4): 936-953.
|
[6]杨新民, 戎卫东. 广义凸性及其应用[M]. 北京: 科学出版社, 2016.(YANG Xinmin, RONG Weidong. Generalized Convexity With Applications[M]. Beijing: Science Press, 2016.(in Chinese))
|
[7]杨新民, 陈光亚. 向量优化问题的线性标量化方法和Lagrange乘子研究[J]. 中国科学: 数学, 2020,50(2): 253-268.(YANG Xinmin, CHEN Guangya. The linear scalarizations and Lagrange multipliers for vector optimization[J]. Science China: Mathematics,2020,50(2): 253-268.(in Chinese))
|
[8]JEYAKUMAR V. A generalization of a minimax theorem of Fan via a theorem of the alternative[J]. Journal of Optimization Theory and Applications,1986,48(3): 525-533.
|
[9]HAYASHI M, KOMIYA H. Perfect duality for convexlike programs[J]. Journal of Optimization Theory and Applications,1982,38(2): 179-189.
|
[10]仇秋生. 集值映射的广义凸性与集值最优化[D]. 博士学位论文. 上海: 上海大学, 2009.(QIU Qiusheng. The generalized convexity of set-valued maps and set-valued optimization[D]. PhD Thesis. Shanghai: Shanghai University, 2009.(in Chinese))
|
[11]徐玖平, 李军. 多目标决策的理论与方法[M]. 北京: 清华大学出版社, 2005.(XU Jiuping, LI Jun. Multiple Objective Decision Making Theory and Methods[M]. Beijing: Tsinghua University Press, 2005.(in Chinese))
|
[12]YANG X M, LI D, WANG S Y. Near-subconvexlikeness in vector optimization with set-valued functions[J]. Journal of Optimization Theory and Applications,2001,110(2): 413-427.
|
[13]卢志义. 随机多目标规划有效解理论的研究[D]. 硕士学位论文. 西安: 西安建筑科技大学, 2005.(LU Zhiyi. Studies on the effecient solution theory for stochastic multiobjective programming[D]. Master Thesis. Xi’an: Xi’an University of Architecture and Technology, 2005.(in Chinese))
|
[14]KORHONEN P, SALO S, STEURE R. A heuristic for estimating nadir criterion values in multiple objective linear programming[J]. Operations Research,1997,45(5): 751-757.
|