In the present study, a novel fractional Meyer neuro-evolution-based intelligent computing
solver (FMNEICS) is presented for numerical treatment of doubly singular multi-fractional …

In the recent years, few type of fractional derivatives which have non-local and non-singular
kernel are introduced. In this work, we present fractional rheological models and Newell …

In this paper, a discrete fractional Susceptible-Infected-Treatment-Recovered-Susceptible
(SITRS) model for simulating the coronavirus (COVID-19) pandemic is presented. The …

This paper mainly studies the finite-time stability and synchronization problems of memristor-
based fractional-order fuzzy cellular neural network (MFFCNN). Firstly, we discuss the …

In this paper, a numerical scheme based on hybrid Chelyshkov functions (HCFs) is
presented to solve a class of fractional optimal control problems (FOCPs). To this end, by …

In this paper, we formulate a new nonstandard finite difference (NSFD) scheme to study the
dynamic treatments of a class of fractional chaotic systems. To design the new proposed …

This paper discusses a general framework for the numerical solution of multi-order fractional
delay differential equations (FDDEs) in noncanonical forms with irrational/rational multiple …

In this study, a Legendre spectral tau method is revisited to handle the multi-term time-
fractional diffusion equations (MTT-FDEs). An error estimate and rigorous convergence …

In the current investigation, the thermoelastic vibration of a viscoelastic microbeam resting
on the Winkler foundation is studied using the fractional-order theory. To describe the …

This paper studies the numerical solution of fractional stochastic delay differential equations
driven by Brownian motion. The proposed algorithm is based on linear B-spline …