A very impressive research work has been devoted in the last two decades to obtaining fixed
point theorems in quasimetric spaces (also called b-metric spaces). Some incorrect and …

Solution of fractional differential equations via $\alpha-\psi$ -Geraghty type mappings |
Advances in Continuous and Discrete Models Skip to main content SpringerLink Account …

Common fixed point results on an extended b-metric space | Journal of Inequalities and
Applications Skip to main content SpringerLink Account Menu Find a journal Publish with us …

In this paper, we introduce the notions of α-almost Istrăt̨escu contraction of type E and of
type E∗ in the setting of b-metric space. The existence of fixed points for such mappings is …

In this manuscript, we introduce Meir-Keeler type contractions and Geraghty type
contractions in the setting of the wt-distances over b-metric spaces. We examine the …

Based on the concepts of α-orbital admissibility given by Popescu in [29] and simulation
functions introduced by Khojasteh in [25], we introduce in this paper different types of …

In this paper, we study the existence of solutions for the following differential equations by
using a fixed point theorems (formula presented) where Dμ, Dν is the Caputo derivative of …

In this paper we introduce the notion of a bilateral contraction that combine the ideas of Ćirić
type contraction and Caristi type contraction with a help of simulation functions. We …

Fixed Points of Generalized F‐Suzuki Type Contraction in Complete b‐Metric Spaces Page 1
Research Article Fixed Points of Generalized 𝐹-Suzuki Type Contraction in Complete 𝑏-Metric …

In this manuscript, we introduce a new notion, admissible hybrid Z-contraction that unifies
several nonlinear and linear contractions in the set-up of ab-metric space. In our main …