Abstract
In this paper, we study a generalized exponential fuzzy vector variational-like inequalities in Euclidean spaces. We construct an example to illustrate the main problem. We define a new class of alpha(g)-relaxed exponentially (gamma, eta)-monotone mapping in fuzzy environment. We prove the existence of solutions to generalized exponential vector variational-like inequality with fuzzy mappings by using KKM-technique. Further, we give some consequences of the main result. The results presented in this paper unifies and extends some known results in this area.