The present paper aims to define three new notions: Θ e-contraction, a Hardy–Rogers-type
Θ-contraction, and an interpolative Θ-contraction in the framework of extended b-metric …

In this paper, we consider a new distance structure, extended Branciari b-distance, to
combine and unify several distance notions and obtain fixed point results that cover several …

Solving an Integral Equation via Orthogonal Branciari Metric Spaces Page 1 Research
Article Solving an Integral Equation via Orthogonal Branciari Metric Spaces Aiman …

The purpose of this work is to fill a gap in the article Priya and Uthayakumar (2022)[13]. To
prove fractals (fixed points), the authors of that article tried to connect two independent …

This research article aims to solve a nonlinear fractional differential equation by fixed point
theorems in orthogonal metric spaces. To achieve our goal, we define an orthogonal Θ …

In this work, we establish some coincidence and common fixed point theorems in
symmetrical G-metric space via simulation functions. In the presented work, we extend the …

After several generalizations of the Kannan map, the titular claim of yet another is one apart
with the ability to replace the source map. It is due to the incorporation of constant δ∈[1,∞) …

In this paper, we begin with some observations on F-contractions. Thereafter, we introduce
the notion of (F, R) g (F,R)_g-contractions and utilize the same to prove some coincidence …

Revisiting Ćirić–Reich–Rus type iterated function systems | Rendiconti del Circolo Matematico
di Palermo Series 2 Skip to main content SpringerLink Account Menu Find a journal Publish …

In the present paper we propose a method to approximate, under suitable conditions, the
global minimum of a continuous function which is defined in a compact metric space and the …