This paper presents analytical solutions of a time-space-fractional Black-Scholes model
(TSFBSM) using a coupled technique referred to as Fractional Complex Transform (FCT) …

In this paper, the similarity method is employed to solve the space-fractional Schrödinger
equation, and the fractional derivative is defined in the Riesz sense. It is worth noting that the …

In this work, we obtain analytical solutions of the time-fractional Black-Scholes equation for
European call option via a proposed relatively new semi-analytic technique hereby referred …

Depending on fractional analysis, we find a numerical algorithm to solve the time-
independent fractional Schrödinger equation in case of Lennard-Jones potential in one …

In this paper, we consider a viable semi-analytical approach for the approximate-analytical
solutions of certain system of functional differential equations (SFDEs) engendered by …

This work presents a proposed Modified Differential Transform Method (MDTM) for obtaining
both closed-form and approximate solutions of initial-value wave-like models with variable …

This paper witnesses the coupling of two basic transforms: the He-Laplace transform (HLT)
which is a blend of Laplace transformation and Homotopy perturbation methods and the …

In this paper, we investigate the numerical solution of the coupled fractional massive Thirring
equation with the aid of He's fractional complex transform (FCT). This study plays a …

Hybrid Boundary Value Methods (HyBVMs) are a new class of Boundary Value Methods
(BVMs) proposed recently for the approximation of Ordinary Differential Equations (ODEs) …

Present research deals with the time-fractional Schrödinger equations aiming for the
analytical solution via Shehu Transform based Adomian Decomposition Method [STADM] …