Very recently, by considering a self-map** T on a complete metric space satisfying a
general contractivity condition of the form ψ (d (T x, T y))≤ φ (d (x, y)), Proinov proved some …

It is a well known fact that contraction conditions play a major role in composing coincidence
point results. In present work, a new ϕ-contraction is being corroborated to yield coupled …

Abstract In recent years, Fixed Point Theory has achieved great importance within Nonlinear
Analysis especially due to its interesting applications in real-world contexts. Its methodology …

In the context of fuzzy metrics in the sense of George and Veeramani, we introduce the
concept of stratified fuzzy metric. Many well-known fuzzy metrics are stratified. We prove that …

In this paper, the authors use the idea of β FL β_F_L-admissible map**s to prove some L-
fuzzy fixed point theorems for a generalized contractive L-fuzzy map**s. Some examples …

In this paper, we consider Caristi type map**s in the setting of 1-M-complete fuzzy metric-
like spaces. We establish some fixed point theorems for such map**s and prove the fuzzy …

In this paper, we define the concepts of the (CLR)-property and the (owc)-property for two
single-valued map**s and two multi-valued map**s in metric spaces and give some …

The aim of this paper is to prove the existence and uniqueness of common fixed points for a
pair of (ψ-φ)(ψ-φ)-weak contractive self-maps in the setting of b-metric spaces satisfying the …

The aim of this paper is to introduce in the setting of b-metric spaces a class of pair of
contractive-type map**s using the ideas of Boyd and Wong (Proc Am Math Soc 20 (2) …

We study the existence and uniqueness of common coupled fixed point of four self‐
map**s for Geraghty‐type contraction using weakly compatible map**s in partially …