In this work, we extend and complement some results in view of general and wider structures, such as b−metric spaces. By considering existing classes of Ζ−contractions and Ψ−simulating functions with a solid impact in database results of fixed point theory, we introduce a new general class of simulating functions, called as Ψ−s simulation functions, and also types of κψ−s− contractions in a more general framework. This approach covers, extends, and unifies several published works in the early and late literature
WOS: 000409101400003The simulation function is defined by Khojasteh et al. [F. Khojasteh, S. Shukla,...
This paper aims to introduce the new concept of an $ \alpha $-$ \theta $-Geraghty type contraction m...
Abstract In this paper, we aim to discuss the common fixed point of Proinov type mapping via simulat...
Abstract In this paper, we propose two new contractions via simulation function that involves ration...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
In this paper, by using α-admissible mappings embedded in simulation functions, some fixed point res...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
In this paper, by using α-admissible mappings embedded in simulation functions, some fixed point res...
In this paper, we discuss about different types of α,β-admissible mappings and introduce some new α,...
The conceptions of b-metric spaces and metric spaces play a remarkable role in proving many theorems...
We investigate the existence and uniqueness of certain operators which form a new contractive condit...
WOS: 000409101400003The simulation function is defined by Khojasteh et al. [F. Khojasteh, S. Shukla,...
This paper aims to introduce the new concept of an $ \alpha $-$ \theta $-Geraghty type contraction m...
Abstract In this paper, we aim to discuss the common fixed point of Proinov type mapping via simulat...
Abstract In this paper, we propose two new contractions via simulation function that involves ration...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
We prove existence and uniqueness of fixed point, by using a simulation function and a lower semi-co...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
In this paper, by using α-admissible mappings embedded in simulation functions, some fixed point res...
In this manuscript, we introduce the concept of modified α-admissible contraction with the help of ...
In this paper, by using α-admissible mappings embedded in simulation functions, some fixed point res...
In this paper, we discuss about different types of α,β-admissible mappings and introduce some new α,...
The conceptions of b-metric spaces and metric spaces play a remarkable role in proving many theorems...
We investigate the existence and uniqueness of certain operators which form a new contractive condit...
WOS: 000409101400003The simulation function is defined by Khojasteh et al. [F. Khojasteh, S. Shukla,...
This paper aims to introduce the new concept of an $ \alpha $-$ \theta $-Geraghty type contraction m...
Abstract In this paper, we aim to discuss the common fixed point of Proinov type mapping via simulat...