Fixed point results using \(F_t\)-contractions in ordered metric spaces having \(t\)-property (Q2335014)

Summary: In this paper, we prove the existence of fixed points of \(F_t\)-contraction mappings in partially ordered metric spaces not necessarily complete. We require that the ordered metric space has the \(t\)-property, which is a new concept introduced recently by Rashid et al. We also give some examples to illustrate the new concepts and obtained results.