Multidimensional fuzzy ϕ-contraction inequality and its application

• Published in: Journal of inequalities and applications Vol. 2025; no. 1; pp. 77 - 19
• Main Authors: Patel, Uma Devi, Chandra, Vineeta, Moussaoui, Abdelhamid, Radenović, Stojan
• Format: Journal Article
• Language: English
• Published: Cham Springer International Publishing 23.06.2025; Springer Nature B.V; SpringerOpen
• Subjects: Analysis; Applications of Mathematics; Dimensional analysis; GV-fuzzy metric space; Integral equations; Mathematics; Mathematics and Statistics; Metric space; Mixed g-monotone property; n-tupled coincidence points; Variables; ϕ-contraction; contraction; monotone property; Mixed; tupled coincidence points; fuzzy metric space

This paper introduces and explores the concept of fuzzy ϕ -contraction to establish the existence of n -tupled coincidence points in partially ordered GV -fuzzy metric spaces. Using the unique properties of the H -type triangular norm, we integrate this norm into GV -fuzzy metric spaces. The mapping...