[PDF.23ix] Multiobjective Programming under Generalized Invexity: Optimality, Duality, Applications

Multiobjective Programming under Generalized Invexity: Optimality, Duality, Applications

[PDF.jy62] Multiobjective Programming under Generalized Invexity: Optimality, Duality, Applications

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 |  2010-07-27 | Original language:English | PDF # 1 |  8.66 x.35 x5.91l,.51 | File type: PDF | 152 pages

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||About the Author|Hachem Slimani studied mathematics at Bejaia University, Algeria where he got his PhD and now teaches there. His main research areas are generalized convexity and multiobjective programming. Mohammed Said Radjef is a full professor in Operationa

In the invex problems, it is required to consider a same function ? for the objective and constraint functions. Because of this restriction, various difficulties are encountered in applications related to optimality and duality properties. To improve this situation, in this work, the invexity with respect to different functions (?i) is proposed to study optimality conditions and duality for nonlinear and multiobjective programming problems with or without differentiabil...

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