Mond-Weir type second order multiobjective mixed symmetric duality with square root term under generalized univex function

[1] Agarwal, R.P., Ahmad, I., Gupta, S. K. and
Kailey, N., Generalized second order mixed
symmetric duality in non differentiable
mathematical programming, Abstract and
Applied Analysis, Hindawi Publishing
Corporation, Article ID. 103587, doi: 10,
1155/2011/103587 (2011).
[2] Aghezzaf, B., Second order mixed type
duality in multiobjective programming
problems, Journal of Mathematical Analysis
and Applications, 285, 97-106 (2003).
[3] Ahmad, I. and Husain, Z., Multiobjective
mixed symmetric duality involving cones,
Computers & Mathematics with
Applications, 59 (1), 319-326 (2010).
[4] Ahmad, I. and Husain, Z., Nondifferentiable
second order duality in multiobjective
programming, Applied Mathematics Letters,
18, 721-728 (2005).
[5] Ahmad, I. and Sharma, S., Second order
duality for non differentiable multiobjective
programming, Numerical Functional
Analysis and Optimization, 28 (9), 975-988
(2007).
[6] Bector, C. R. and Chandra, S., Second order
symmetric and self dual programs,
Opsearch, 23, 89-95 (1986).
[7] Bector, C. R., Chandra, S. and Abha, On
mixed symmetric duality in Mathematical
programming, Journal of Mathematical
Analysis and Applications, 259, 346-356
(2001).
[8] Bector, C. R., Chandra, S. and Goyal, A., On
mixed symmetric duality in multiobjective
programming, Opsearch, 36, 399-407
(1999).
[9] Chandra, S., Husain, I. and Abha, On mixed
symmetric duality in mathematical
programming, Opsearch, 36 (2), 165-171
(1999).
[10] Kailey, N., Gupta, S. and Danger, D., Mixed
second order multiobjective symmetric
duality with cone constraints, Nonlinear
Analysis: Real World Applications, 12,
3373-3383 (2011).
[11] Li, J. and Gao, Y., Nondifferentiable
multiobjective mixed symmetric duality
under generalized convexity,
Journal of Inequalities and Applications,
doi: 10.1186/1029-24x-2011-23 (2011).
[12] Mangasarian, O.L., ‘Second order and
higher order duality in nonlinear
programming, Journal of Mathematical
Analysis and Applications, 51, 607-620
(1975).
[13] Mishra, S.K., Second order mixed
symmetric duality in nondifferentiable
multiobjective mathematical program-ming,
Journal of Applied Analysis, 13 (1), 117-132
(2007).
[14] Mishra, S. K., Wang, S. Y. and Lai, K. K.,
Mond-Weir type mixed symmetric first and
second order duality in nondifferentiable
mathematical program-ming, Journal
of Nonlinear and Convex Analysis, 7 (3),
189-198 (2006).
[15] Mishra, S. K., Wang, S. Y., Lai, K. K. and
Yang, F. M., Mixed symmetric duality in
nondifferentiable mathematical
programming, European Journal of
Operational Research, 181, 1-9 (2007).
[16] Mond, B., Second order duality for
nonlinear programs, Opsearch, 11, 90-99
(1974).
[17] Suneja, S. K., Lalita, C.S. and Khurana, S.,
Second order symmetric dual in
multiobjective programming, European
Journal of Operational Research, 144, 492-
500 (2003).
[18] Thakur, G. K. and Priya, B., Second order
duality for nondifferentiable multiobjective
programming involving (Φ,ρ)-univexity,
Kathmandu University Journal of Science,
Engineering and Technology, 7 (1), 99-104
(2011).
[19] Xu, Z., Mixed type duality in multiobjective
programming problems, Journal of
Mathematical Analysis and Applications,
198, 621-635 (1996).
[20] Yang, X. M., Teo, K. L. and Yang, X. Q.,
Mixed symmetric duality in
nondifferentiable Mathematical
programming, Indian Journal of Pure and
Applied Mathematics, 34 (5), 805-815
(2003).