Arbitrary Binary Relations, Contraction Mappings, and b-Metric Spaces

Metrical Fixed Point Results on \lowercase{b}-multiplicative metric spaces employing binary relaion

“…Definition 17. [25] Let ( Ḧ, p, k ≥ 1) be a b-metric space, let R be a binary relation on Ḧ, and let S and V be two self-mappings on Ḧ. we say that S and V are R-compatible if, for any sequence {ϖ n } ∈ Ḧ such that {Sϖ n } and {V ϖ n } are R-preserving and…”