Second order symmetric duality in mathematical programming with F-convexivity

Article Abstract:

Research is presented concerning the use of second order F-pseudoconvexity F-pseudoconcavity and second order F-convexity and F-concavity for the formulation of Wolfe type and Mond-Weir type mixed integer programs.

Research and Development in the Physical, Engineering, and Life Sciences, Mathematics, Research, Integer programming, Chebyshev approximation

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Non-differentiable higher-order symmetric duality in mathematical programming with generalized invexity

Article Abstract:

A heuristic method for resolving stochastic integer problems under probabilistic drawbacks is presented. Two models in mathematical programming with higher-order symmetric duality are developed with non-differentiable programming. The pros and cons of the duality theorems are analyzed assuming high-order-invexity.

Research and Development in the Social Sciences and Humanities, India, Management & Information Science, Management Science, Methods, Analysis, Usage, Probabilities, Probability theory, Stochastic processes, Heuristic programming

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MonduWeir type second order symmetric duality in non-differentiable minimax mixed integer programming problems

Article Abstract:

Relevance of symmetric and self-duality theorems in non differentiable minimax mixed integer mathematical programming is examined.

United States, Evaluation, Mathematical optimization, Optimization theory

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