(2) |
\(\frac{dy(t)}{\text{dτ}}=\alpha y(t)\left(1-\beta y(t)\right)-x(t)y(t)-K_{y}M(t)y(t)\) |
(3) |
\(\frac{dM(t)}{\text{dτ}}=-\xi M(t)+v_{M}(t)\) |
(4) |
\(\frac{d\sigma(t)}{\text{dτ}}=\mu_{\sigma}v_{v}\left(t\right)\left(1-\frac{\sigma(t)}{k_{\sigma}}\right)\) |
(5) |
\(\frac{d\delta(t)}{\text{dτ}}=\mu_{\delta}v_{v}\left(t\right)\left(1-\frac{\delta(t)}{k_{\delta}}\right)\) |