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 …

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 …

Command filters are essential for alleviating the inherent computational complexity (ICC) of
the standard backstepping control method. This paper addresses the synchronization …

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 the present article, fractional-order partial differential equations with proportional delay,
including generalized Burger equations with proportional delay are solved by using Natural …

In the present study, the definition of discrete Mittag–Leffler stability is derived to
characterize convergence rule of the pseudostates for nabla discrete fractional-order …

This paper deals with the fractional-order modeling, stability analysis and control of robotic
manipulators, namely a single flexible link robotic manipulator (SFLRM) and 2DOF Serial …

This chapter discusses the adoption of fractional derivative operators in modeling
viscoelastic materials and their creep behavior. The damper elements in three conventional …

In this paper, the fully discrete scheme is proposed based on the Simpson's quadrature
formula to approximate fractional-order integrals for noisy signals. This strategy is extended …