In a paper, I encountered a system modeled by six coupled first-order differential equations like so:
\frac{dm_i}{dt}=-m_i+\frac{\alpha}{1+p^n_j}+\alpha_0
\frac{dp_i}{dt}=-\beta(p_i-m_i) , where i=1,2,3 and j=3,1,2.
According to the paper, the system has a unique steady state which becomes...