@Article{Durastante2026b,
author={Durastante, Fabio
and Giscard, Pierre-Louis
and Pozza, Stefano},
title={A $\star$-Product Approach for Analytical and Numerical Solutions of Nonautonomous Linear Fractional Differential Equations},
journal={Fractional Calculus and Applied Analysis},
year={2026},
month={May},
day={06},
abstract={This article presents a novel solution method for nonautonomous linear ordinary fractional differential equations. The approach is based on reformulating the analytical solution using the $\star$-product, a generalization of the Volterra convolution, followed by an appropriate discretization of the resulting expression. Additionally, we demonstrate that, in certain cases, the $\star$-formalism enables the derivation of closed-form solutions, further highlighting the utility of this framework.},
issn={1314-2224},
doi={10.1007/s13540-026-00529-2},
url={https://doi.org/10.1007/s13540-026-00529-2}
}