Multiple Objective Fractional Subset Programming Based on Generalized $(\rho, \eta, A)$-Invex Functions

Abstract

Motivated by the recent investigations [7,8,10,11,12], a general framework for a class of $(\rho, \eta, A)$-invex n -set functions is introduced, and then some results on the optimality conditions for multiple objective fractional subset programming on the generalized $(\rho, \eta, A)$-invexity are explored. The obtained results are general in nature and seem to be application-oriented to other results on fractional subset programming in literature.