Implementation of 3 stage Lobatto IIIC into the Assimulo package
In recent years, the popularity of discontinuous Galerkin methods has increased. As shown in [19], a result exists that states that the Discontinuous Galerkin space approximations (DG) are equivalent to the Lobatto IIIC Runge-Kutta method. This thesis therefore outlines the adaptation of Hairer’s implementation of the Radau IIA Runge-Kutta method to the Lobatto IIIC method, extended with an adapta