Laguerre polynomial-based operational matrix of integration for solving fractional differential equations with non-singular kernel
Laguerre polynomial-based operational matrix of integration for solving fractional differential equations with non-singular kernel
The Atangana–Baleanu derivative and the Laguerre polynomial are used in this analysis to define a new computational technique for solving fractional differential equations. To serve this purpose, we have derived the operational matrices of fractional integration and fractional integro-differentiation via Laguerre polynomials. Using the derived operational matrices and collocation points, …