Semiinfinite multiobjective fractional programming and parametric duality models on generalized hanson-antczak-v-invexities

Abstract

In this paper, motivated by the recent research developments on semiinfinite fractional programming, we present we present new results corresponding several parametric duality models based on the generalized Hanson-Antczak (α, β, γ, ξ, ζ, η, ω, ρ, θ, m)-V-invexities. Recently, Zalmai [7] established a fairly large number of parametric duality results under various generalized HA (α, β, γ, η, ρ, θ)-V-invexities assumptions for a semiinfinite discrete min-max fractional programming problem. These results encompass most of the results available in the literature, and offer a wide range of applications to other fields, including interdisciplinary research and beyond.