2 . The reduction framework of Rabier and Rheinboldt

@inproceedings{Riaza20072T,
  title={2 . The reduction framework of Rabier and Rheinboldt},
  author={Ricardo Riaza},
  year={2007}
}
Geometric reduction methods for differential-algebraic equations (DAEs) aim at an iterative reduction of the problem to an explicit ODE on a lower-dimensional submanifold of the so-called semistate space. This approach usually relies on certain algebraic (typically constant-rank) conditions holding at every reduction step. When these conditions are met the… CONTINUE READING