| Abstract |
Article Information:
Symmetric Duality for Mathematical Programming in Complex Spaces with Higher-Order F-univexity
D.B. Ojha, S.P. Pandey, Anil Singh and N. Ahamed
Corresponding Author: Deo Brat Ojha
Key words: Duality theorem, higher-order (phi, D)-(pseudo/quasi)-convexity, higher-order duality, Mathematical Subject Classification (2000), multiobjective programming, 90C29, 90C46,
Vol. 2 , (4): Page No: 338-347 |
| Submitted |
Accepted |
Published |
| 2010 March, 22 |
2010 April, 17 |
2010 July, 10 |
In this study, we established appropriate duality results for a pair of Wolfe and Mond-Weir type
symmetric dual for nonlinear programming problems in complex spaces under higher order F-univexity, Funicavity/
F-pseudounivexity, F-pseudounicavity. Results of this paper are real extension of previous literature. |
Cite this Reference:
D.B. Ojha, S.P. Pandey, Anil Singh and N. Ahamed, 2010. Symmetric Duality for Mathematical Programming in Complex Spaces with Higher-Order F-univexity.
Research Journal of Applied Sciences, Engineering and Technology, 2(4): Page No: 338-347. |
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ISSN (Online): 2040-7467
ISSN (Print): 2040-7459 |
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