Generalized (F,β,Φ,ρ,θ) -univex functions and optimality conditions in semiinfinite fractional programming
G. J. Zalmai, Qinghong Zhang
Abstract
G. J. Zalmai, Qinghong Zhang
Abstract
In this paper, we establish a set of necessary optimality conditions, and formulate and discuss a fairly large number of sets of global sufficient optimality criteria under various generalized (F,β,Φ,ρ,θ) –univexity assumptions for a semiinfinite fractional programming problem.
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In this paper, we establish a set of necessary optimality conditions, and formulate and discuss a fairly large number of sets of global sufficient optimality criteria under various generalized (F,β,Φ,ρ,θ) –univexity assumptions for a semiinfinite fractional programming problem.
Key concepts: Mathematics, Fractional programming, Applied mathematics, Mathematical optimization, Nonlinear programming, Physics, Nonlinear system, Quantum mechanics