In this work we present a generalized multi-index derivative, which contains as particular
cases, with an index, several local derivatives known from the literature (both conformable …

The fundamental objective of this article is to investigate about the boundary value problem
with the uses of a generalized conformable fractional derivative introduced by Zarikaya et …

This paper is designed to generalize one of the important biomathematical models that
studies and analyses smoking spread in a given population within the framework of …

Recently, the authors Guzman et al.(2018) introduced a new simple well-behaved definition
of the fractional derivative called non-conformable fractional derivative. In this paper we …

On an integral transformation for Generalized Differential Equations Page 1 Palestine Journal
of Mathematics Vol 13(4)(2024) , 150–163 © Palestine Polytechnic University-PPU 2024 On an …

En el presente artıculo se presenta una revisión rigurosa de la derivada fraccionaria
conformable dada por JE Nápoles en [11], estudiando las propiedades clásicas, como …

Time delay exists in engineering systems and seriously affects the performance of the
systems. In order to solve the effect of time delay in iterative learning control, a conformable …

In this work we present the main properties of the Generalized Laplace Transform, recently
defined, and we show some applications. Laplace's transformation has been very useful in …

The objective of this article is to develop some results on conformable fractional derivatives,
specifically the one known as Khalil's conformable fractional derivative. Its origin, properties …

The Laplace transform can be applied to integrable and exponential-type functions on the
half-line [0,├∞)┤ by the formula L {f}=∫ _0^∞▒[f (x) e^(-sx) dx]. This transform reduces …