Intermediates and Generic Convergence to Equilibria
arXiv:1606.09480
Abstract
Known graphical conditions for the generic or global convergence to equilibria of the dynamical system arising from a reaction network are shown to be invariant under the so-called successive removal of intermediates, a systematic procedure to simplify the network, making the graphical conditions easier to check.
Added theorem 1 and corrected an error in the proof of theorem 2