Fig. 7
From: Feedback regulation in a stem cell model with acute myeloid leukaemia
Bifurcation diagram in the parameter space of g1 and g2. When g1<0.115 or g2<0.152, they could co-compensate the inefficiency of each other in order to maintain in the state of health. However, when g1>0.115 or g2>0.152, they induce a state transition, that is, a stable composite state appear. The dynamics of the system can be divided into two classes: (I) healthy steady state and (II) the coexisting steady state of the healthy and leukaemia species (colour online)