In this paper, we investigate an efficient technique for solving fractional integro-differential
equations (FIDEs) that have numerous applications in various fields of science. The …

The depth synthesis of image texture is neglected in the current image visual communication
technology, which leads to the poor visual effect. Therefore, the design method of film and …

In this communication, a familiar physical phenomenon along with a time-dependent
concentration source in a one-dimensional fractional differential advection–diffusion has …

The purpose of this article is to extend the fractional third order dispersive PDE under
singular and non-singular fractional operators via the notion of fuzziness. We investigate the …

Terminal value problems for systems of fractional differential equations are studied with an
especial focus on higher-order systems. Discretized piecewise polynomial collocation …

This work is to investigate terminal value problem for a stochastic time fractional wave
equation, driven by a cylindrical Wiener process on a Hilbert space. A representation of the …

In this paper, we investigate a initial value problem for the Caputo time-fractional pseudo-
parabolic equations with fractional Laplace operator of order 0< ν≤ 1 and the nonlinear …

In this paper, the efficient combined method based on the homotopy perturbation Sadik
transform method (HPSTM) is applied to solve the physical and functional equations …

Ambarzumyan theorem is one of the first results of the inverse spectral theory. In this work,
Ambarzumyan's theorem is proved for a fractional derivative Sturm‐Liouville problem. In …

This study is about the inverse problem of the conformable Sturm‐Liouville problem SLP.
Namely, we first defined the problem with separable boundary conditions and gave some of …