Some Results on Coincidence Points for Contractions in Intuitionistic Fuzzy n-Normed Linear Space

Nabanita Konwar, Pradip Debnath

Abstract

In this paper, we prove some new coupled coincidence point theorems for two types of contraction mappings - one having commutative condition and other having non-commutative condition in an intuitionistic fuzzy $n$-Banach space. Our results extend and generalize some important existing classical coupled coincidence point theorems in literature. Some newly constructed examples support the non-triviality of our results.