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Researcher:
Prof. K. Nipp
Date: 19. 12. 2005
Summary:
The dynamics of a differential algebraic system (DAE) takes place on
a lower dimensional manifold in phase space. We investigate DAEs of
index 1 an of index 2 and we show that the discrete dynamical system
obtained when applying an appropriate numerical integration method to
such a DAE also admits an (attractive) invariant manifold close to the
manifold of the DAE.