In this paper, the hyperchaos analysis, optimal control, and synchronization of a
nonautonomous cardiac conduction system are investigated. We mainly analyze, control …

This paper proposes a new definition of fractional derivative with non-singular kernel in the
sense of Caputo which generalizes various forms existing in the literature. Furthermore, the …

In this manuscript, some fixed point results for generalized contractive type mappings under
mild conditions in the setting of double controlled metric spaces (in short, η ℷ ν η_\gimel^ν …

In this paper, we study an initial value problem for a class of impulsive implicit-type fractional
differential equations (FDEs) with proportional delay terms. Schaefer's fixed point theorem …

In this paper, we describe the new Adomian Decomposition General Transform Method
(ADGTM). Further, the efficacy of the method is proved by applying it to well-known …

Fractional calculus (FC) is useful in studying physical phenomena with memory effect. In this
paper, a fractional form of Ambartsumian equation is considered utilizing the Caputo …

The metallic or semiconducting characteristics of cylindrical graphitic tubes (single‐walled
carbon nanotubes) exhibit strongest fibers in the world subject to their chirality and diameter …

Abstract Functional differential equations have been widely used for modeling real-world
phenomena in distinct areas of science. However, classical calculus can not provide always …

This note is concerned with establishing existence theory of solutions to a class of implicit
fractional differential equations (FODEs) involving nonsingular derivative. By using usual …

Present study signifies the thermal analysis of the electroosmotic flow of Williamson fluid in
the presence of peristaltic propulsion and asymmetric zeta potential at the walls. The present …