Stability of periodic solutions of index-2 differential algebraic systems

René Lamour, Roswitha März & Renate Winkler
This paper deals with periodic index-2 differential algebraic equations and the question whether a periodic solution is stable in the sense of Lyapunov. As the main result, a stability criterion is proved.This criterion is formulated in terms of the original data so that it may be used in practical computations.
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