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We have introduced higher order generalized hybrid B -(b,ρ,θ,˜ρ,˜r)-invex   function. Then, we have estabilished higher order weak, strong and strict   converse duality theorems for a multiobjective fractional programming problem   with support function in the numerator of the objective function involving   higher order generalized hybrid B -(b,ρ,θ,˜ρ,˜r)-invex functions. Our   results extend and unify several results from the literature

Higher order duality in multiobjective fractional programming problem with generalized convexity