Dirac equation with spatially or position-dependent mass and an attractive Coulomb-like
field is constructed in Hausdorff dimension of order 0< α ≤ 1 0< α≤ 1. The lower and upper …

In this paper, our aim is to finding the solutions of the fractional kinetic equation related with
the (p, q)‐Mathieu‐type series through the procedure of Sumudu and Laplace transforms …

Recently, different structures of artificial neural networks (shortly ANNs) have been proposed
for the modeling and simulation of many real-world complex phenomena. The current …

In this paper, we introduce a new definition of the general conformable fractional (GCF)
Laplace transform with respect to the function Φ generated by the fractional conformable …

In this article, the authors introduce the q-analogue of the M-function, and establish four
theorems related to the Riemann–Liouville fractional q-calculus operators pertaining to the …

The present article aims to present a comprehensive study on a nonlinear time-fractional
model involving the Caputo–Fabrizio (CF) derivative. More explicitly, a new (2+ 1) (2+1) …

Fractional calculus is allowing integrals and derivatives of any positive order (the term
'fractional'kept only for historical reasons), which can be considered a branch of …

Certain Integral Formulae Involving Incomplete 𝐼-Functions Page 1 P-ISSN 2586-9000 E-ISSN
2586-9027 Homepage : https://tci-thaijo.org/index.php/SciTechAsia Science & Technology Asia …

Several significant questions of mathematics and mathematical physics have been
effectively explained and answered through the use of fractional kinetic equations …

Fractional kinetic equations (FKEs) comprising a large array of special functions have been
extensively and successfully applied in specification and solving many significant problems …