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|Title:||MINIMAX FRACTIONAL VARIATIONAL PROBLEMS WITH GENERALIZED (F， ρ、θ )-CONVEXITY|
|Authors:||J. C. LIU|
|Abstract:||We restate the necessary optimality conditions of Bector et al.  and prove nonparametric sufficient optimality conditions for a minimax fractional variational problem involving generalized (F,ρ,θ)-convex functions. Subsequently,we use these optimality conditions to consider three Zalmai-type duality models  and establish weak , strong , and strict converse duality theorems using generalized ( F,ρ,θ)-convex functions.|
|Appears in Collections:||國立僑生大學先修班學報|
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