This paper investigates the stability of impulsive fractional-order complex-valued BAM
neural networks with time varying delays. As the extension of fractional-order real-valued …

Researchers and engineers are constantly developing novel techniques to accurately
measure the electromagnetic properties of electrical insulators. These properties provide …

In this paper, we present an effective method for the identification of fractional order system
(FOS) with both nonzero initial conditions and unknown time delays based on a construction …

Ignoring the initial conditions in the identification of fractional order systems (FOS) usually
results in incorrect parameter estimations. In this paper, we present a method for the online …

In this paper, we study the oscillation of the impulsive Riemann–Liouville fractional
differential equation,\k= 0, 1, 2 ...,\1 d D_ t_ k^+^ α x (t_k^+)-D_ t_ k-1^+^ α x (t_k^-) d+ ∫ _ t …

In this paper, we present effective and efficient identification methods with a higher accuracy
for fractional order system (FOS) with time delays and nonzero initial condition. We construct …

In this paper, conformable fractional order differential equations with piecewise constant
arguments are used for a modeling population density of a bacteria species in a microcosm …

The dimensional homogeneity of different non-integer order versions of Newton's law of
cooling was studied. The Caputo derivative was considered for the analysis, as well as an …

In this paper, we study the oscillation of impulsive Caputo fractional differential equation.
Sufficient conditions for the asymptotic and oscillation of the equation are obtained by using …

In this work, it is shown that the accelerations corresponding to Newton's law of gravity and
MOND dynamics can both be derived from a non-local potential by using a fractional Fourier …