Abstract
We will discuss recent progress towards analyzing and constructing symplectic Lie group integrators. Potential applications for Lie Poisson systems acted upon by the coadjoint action, and other systems with a symplectic group action.
An Isaac Newton Institute WorkshopEffective Computational Methods for Highly Oscillatory Problems: The Interplay between Mathematical Theory and ApplicationsTowards symplectic Lie group integratorsAuthor: Hans Munthe-Kaas (Univ. of Bergen) AbstractWe will discuss recent progress towards analyzing and constructing symplectic Lie group integrators. Potential applications for Lie Poisson systems acted upon by the coadjoint action, and other systems with a symplectic group action. |