[1] M.S. Bazaraa and J.J. Goode, On Symmetric Duality in Nonlinear Programming, Oper-
ations Research 21(1) (1973), 1–9.
[2] C.R. Bector, Chandra and Abha, On Mixed Type Symmetric Duality in Multiobjective
Programming, Opsearch 36(4) (1999), 399–407.
[3] C.R. Bector, S. Chandra and I. Husain, Generalized Concavity and Duality in Continuous
Programming, Utilitas, Mathematica 25(1984), 171–190.
[4] C.R. Bector and I. Husain, Duality for Multiobjective Variational Problems, Journal of
Math. Anal and Appl. 166(1) (1992), 214–224.
[5] A. Ben-Israel and B. Mond, What is Invexity? J. Austral. Math. Soc. Ser. B 28(1986),
1–9.
[6] S. Chandra and I. Husain, Symmetric Dual Continuous Fractional Programming, J. Inf.
Opt. Sc. 10(1989), 241–255.
[7] W.S. Dorn, Asymmetric Dual Theorem for Quadratic Programs, Journal of Operations
Research Society of Japan 2(1960) 93–97.
[8] G.B. Dantzig, Eisenberg and R.W. Cottle, Symmetric Dual Nonlinear Programs, Pacific
Jounal of Mathematics 15(1965) 809–812.
REFERENCES 603
[9] Gulati, I. Husain and A. Ahmed, Multiobjective Symmetric Duality with Invexity, Bulletin
of the Australian Mathematical Society 56(1997) 25–36.
[10] I. Husain and Z. Jabeen, Mixed Type Symmetric and Self Duality for Variational Problems,
Congressus Numerantum 171(2004), 77–103.
[11] D.H. Martin, The Essence of Invexity, Journal of Optimization Theory and Applicatins
47(1) (1985), 65–76.
[12] B. Mond, A Symmetric Dual Theorem for Nonlinear Programs, Quaterly Jounal of ap-
plied Mathematics 23(1965) 265–269.
[13] B. Mond and R.W. Cottle, Self Duality in Mathematical Programming, SIAM J. Appl.
Math. 14(1966), 420–423.
[14] B. Mond and T. Weir, Generalized Concavity and Duality, in : S.Sciable, W.T.Ziemba
(Eds.), Generalized Concavity in Optimization and Economics, Academic Press, New York,
(1981).
[15] B. Mond and M.A. Hanson, Symmetric Duality for Variational problems, J. Math. Anal.
Appl. 18(1967) 161-172.
[16] N.G. Rueda and M.A. Hanson, Optimality Criteria in Mathematical Programming Involving
Generalized Invexity. Journal of Mathematical Analysis and Applications 130(2),
375–385.
[17] F.A. Valentine, The Problem of Lagrange with Differential Inequalities as Added Side
Conditions, Contributions to calculus of variations, 1933-37, Univ. Of Chicago Press,
(1937), 407–448.
[18] Z. Xu, Mixed Type Duality in Multiobjective Programming Problems, Journal of Mathe-
matical Analysis and Applications 198(1996), 621–663
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