1Department of Mathematics, Institute of, Science, Banaras Hindu University, Varanasi-221005, India
*Corresponding author Email: pushkarjaisawal2@gmail.com
In this paper, we study nonsmooth semi-infinite optimization problems involving infinite number of inequality constraints. We derive sufficient optimality conditions for a point to be an optimal solution of the problem under generalized convexity assumptions. We also formulateWolfe and Mond-Weir type dual models and establish several duality results.
Sufficient optimality condition, Nonsmooth optimization, Semi-infinite programming, Wolfe type dual, Mond-Weir type dual, Generalized convexity
