On set-valued contractions of Nadler type in tυs-G -cone metric spaces

摘要

In this article, for a tυs-G-cone metric space (X, G) and for the family of subsets of X, we introduce a new notion of the t υ s ?-? H ?-?cone metric with respect to G, and we get a fixed result for the stronger Meir-Keeler-G-cone-type function in a complete tυs-G-cone metric space ( A , H ) Our result generalizes some recent results due to Dariusz Wardowski and Radonevic' et al. MSC: 47H10; 54C60; 54H25; 55M20.