We examine in this paper some new problems on coincidence point and fixed point
theorems for multivalued map**s in metric space. By applying the characterizations of a …

In this work, a family of hybrid contractions, termed Jaggi-type hybrid (ℵ-τ)-contractive
map** is proposed in metric space equipped with a graph and new conditions under …

Among various efforts in advancing fuzzy mathematics, a lot of attentions have been paid to
examine novel intuitionistic fuzzy analogues of the classical fixed point results. Along this …

In this manuscript, a new concept of interpolative contraction, namely interpolative Kannan-
type (G-α-μ)-contraction is introduced and some fixed point results in generalized metric …

The survey of the available literature shows that a lot of important invariant point problems of
Banach and Heilpern types have been examined in both metric and quasimetric spaces …

In this manuscript, a new concept of interpolative contraction, namely interpolative
Kannantype (G-α-µ)-contraction is introduced in metric space endowed with a graph and …

The study of fixed point theorems for multi-valued non-self map**s on metrically convex
metric space was initiated by Assad and Kirk. In this paper, we will prove and extend the …

In this work, a new family of hybrid contractions, namely Jaggi-type hybrid $(K $-$\phi) $-
contractive map** is established in metric spaces equipped with a graph and new …

Among various efforts in advancing fuzzy mathematics, a lot of attentions have been paid to
examine novel intuitionistic fuzzy analogues of the classical fixed point results. Along this …