Applied Mathematics Letters
Self-activation and self-inhibition of cell number density (or growth factor concentration) due to a spatially localized source are studied. Both the time-independent and time-dependent models are examined, and the linear stability of the resulting three steady states of the former is discussed.
Original Publication Citation
Adam, J. A. (1991). Self-activation and inhibition: A simple nonlinear model. Applied Mathematics Letters, 4(2), 85-87. doi:10.1016/0893-9659(91)90175-u
Adam, J. A., "Self-Activation and Inhibition: A Simple Nonlinear Model" (1991). Mathematics & Statistics Faculty Publications. 126.