ABSTRACT
This chapter generalizes the well-known result on the Lipschitz continuity of convex scalar functions. The main purpose is to investigate many Lipschitz properties of cone-convex set-valued functions such as (C; e)-Lipschitz, C-Lipschitz and G-Lipschitz. These propertiesare defined either based on set differences or not. Different appropriate scalarizing functionals are utilized as main tools.
