Fractional calculus relates with derivatives, integrals, and differential equations of order not
integers. The Bernoulli Differential Equation is a form of the first-order ordinary differential …

In this article, a new operational matrix of fractional integration of Hermite polynomials is
derived to solve multi-order linear fractional differential equations (FDEs) with spectral tau …

This paper studies the potential to ensure a numerical solution of nonlinear Riccati
differential equations with an effective method, namely operational matrix which is derived …

This paper presents the derivation of a new operational matrix of Caputo fractional
derivatives through Hermite polynomials with Tau method to solve a set of fractional …

In this paper, the numerical solutions of multi-term fractional differential equations are
studied by Bernoulli polynomials collocation method. By using the operational matrix and …

We solve a fractional Fredholm integro-differential equation (FIDE) by operational matrix
method based on the fractional derivative in the sense of Caputo of Hermite orthogonal …

This paper aims to solve the fractional differential equations (FDEs) with operational matrix
method by Hermite polynomials in the sense of Caputo derivative. For this purpose, we …

Persamaan Diferensial Fraksional adalah jenis persamaan diferensial yang mengandung
turunan fraksional dari suatu fungsi yang tidak diketahui. Persamaan diferensial fraksional …

This paper studies the potential to ensure a numerical solution of nonlinear Riccati
differential equations with an effective method, namely operational matrix which is derived …