The convergence of normal S-iterative method to solution of a nonlinear Fredholm integral
equation with modified argument is established. The corresponding data dependence result …

In this paper, we provide and study the concept of multi-valued generalized (α, β)-
nonexpansive mappings, which is the multi-valued version of the recently developed …

In this study, considering the advantages of parallel fixed point algorithms arising from their
symmetrical behavior, new types of parallel algorithms have been defined. Strong …

In this paper, we propose a new iterative algorithm and analyze it in detail inasmuch as
convergence, stability, and data dependency for the class of almost contraction mappings …

In this paper, we study the existence, uniqueness, and other qualitative properties of the
solution of the differential equation with initial conditions of fractional order involving the …

We prove two key inequalities for metric and generalized projections in a certain Banach
space. We then obtain some asymptotic behavior of a sequence generated by the shrinking …

In this note, we demonstrate that an incorrect statement has been propagated in multiple
papers, stemming from the substitution of``lim''with``limsup''for a sequence in Lemma 1.3 of …

In this article, first of all we introduced a new concept for the $(p, q;\vartheta) $-extended
Bessel-Wright function $ J_ {\omega; p, q}^{\sigma;\varsigma,\lambda}(z;\vartheta) $, and …

Inequality theory is one of the major application areas of convexity. Nowadays, the
introduction of novel generalizations of convexity has yielded considerable contributions in …

In this paper, we study the existence, uniqueness and other properties of solutions of
differential equation of fractional order involving the Caputo fractional derivative. The tool …