References
- Aghezzaf , B. 2001 . On generalized convexity and duality in multiobjective programming problems . Adv. Model. Optim. , 3 : 7 – 15 .
- Aghezzaf , B. and Hachimi , M. 2000 . Generalized invexity and duality in multiobjective programming problems . J. Global. Optim. , 18 : 91 – 101 .
- Egudo , R. R. 1989 . Efficiency and generalized duality for multiobjective programs . J. Math. Anal. Appl. , 138 : 84 – 94 .
- Giorgi , G. and Guerraggio , A. Proceedings of the Fifth Symphosium on Generalized Convexity, held in Luminy-Marseille (France) . June 17–21 1996 . The notion of invexity in vector optimization: smooth and nonsmooth case , Edited by: Crouzeix , J.-P. , Martinez Legaz , J.-E. and Volle , M. Vol. 27 , pp. 389 – 405 . Dordrecht : Kluwer Academic Publishers . Nonconvex Optimization and its Applications
- Hanson , M. A. and Mond , B. 1987 . Necessary and sufficiency conditions in constrainted optimization . Math. Program , 37 : 51 – 58 .
- Kaul , R. N. , Suneja , S. K. and Srivastava , N. K. 1994 . Optimality criteria and duality in multipleobjective optimization involving generalized invexity . J. Optim. Theory Appl. , 80 : 465 – 482 .
- Marusciac , I. 1982 . On Fritz John optimality criterion in multiobjective optimization . Anal. Numer. Theorie Approx , 11 : 109 – 114 .
- Mishra , S. K. 1995 . V-invex functions and applications to multiobjective programming problems , Varanasi, , India : Banaras Hindu University . Ph.D. thesis
- Mishra , S. K. 1998 . On multiple-objective optimization with generelized univexity . J. Math. Anal. Appl. , 224 : 131 – 148 .
- Mishra , S. K. 2000 . Second order symmetric duality with F-convexity . Eur. J. Oper. Res. , 127 : 507 – 518 .
- Mishra , S. K. , Wang , S.-Y. and Lai , K. K. 2005 . Optimality and duality for multiple-objective optimization under generalized type I univexity . J. Math. Anal. Appl. , 303 : 315 – 326 .
- Rueda , N. G. and Hanson , M. A. 1988 . Optimality criteria in mathematical programming involving generelized invexity . J. Math. Anal. Appl. , 130 : 375 – 385 .