In this article, we first demonstrate a fixed point result under certain contraction in the setting
of controlled b-Branciari metric type spaces. Thereafter, we specifically consider a following …

In this manuscript, we present and develop different F-contraction methods using new kinds
of contractions, namely F1-contraction and extended F1-contraction in the context of …

In the current work, we broaden the class of C∗-algebra-valued hexagonal b-metric spaces
and C∗-algebra-valued extended b-metric spaces by defining the class of C*-algebravalued …

The objective of the research article is two-fold. Firstly, we present a fixed point result in the
context of triple controlled metric type spaces with a distinctive contractive condition involving …

In the present work, we first establish the notion of extended hexagonal b-metric space and
demonstrate some fixed point theorems with various contractive conditions using a new class …

The fundamental purpose of this research is to investigate the existence theory as well as
the uniqueness of solutions to a coupled system of fractional order differential equations with …

The focus of this research article is to investigate the notion of fuzzy extended hexagonal b-metric
spaces as a technique of broadening the fuzzy rectangular b-metric spaces and …

The focus of the present article is to initiate the notion of Branciari suprametric spaces and
to investigate some of its fundamental topological properties. An illustration is provided to …

In the present article, we first examine the conception of $$C^*$$ C ∗ -algebra-valued
controlled $$F_c$$ F c -metric type spaces as a generalization of F-cone metric spaces over …

In this study, we first interpret the notion of $$C^*$$ C ∗ -algebra-valued triple controlled
metric type spaces and derive certain fixed point theorems for Banach and Kannan type …