With the aim to prove the existence of optimum solutions of a system of ψ-Hilfer fractional
differential equations, this work considers a new class of cyclic (noncyclic) condensing …

The present article intends to prove the existence of best proximity points (pairs) using the
notion of measure of noncompactness. We introduce generalized classes of cyclic …

The notion of $\mathcal {A} $-condensing operators via the measure of noncompactness is
proposed, which retains the existing classes of condensing operators. Results concerning …

In this paper, a class of cyclic (noncyclic) operators of condensing nature are defined on
Banach spaces via a pair of shifting distance functions. The best proximity point (pair) results …

In this article, a class of cyclic (noncyclic) operators are defined on Banach spaces via
concept of measure of noncompactness using some abstract functions. The best proximity …

In this article, a class of cyclic (noncyclic) condensing operators is defined on a Banach
space using the notion of measure of noncompactness and C-class functions. For these …

In this paper the primary motive is to establish new best proximity point (pair) theorems with
the utilization of techniques such as measure of noncompactness and several auxiliary …

In this paper primary motive is to establish new best proximity point (pair) theorems with the
utilization of techniques such as measure of noncompactness and several auxiliary …