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Model Mathematics

Component based math viewer is available

Component: environment

Component: C

\frac{d}{d time} (C) = v_i - (v_d X \frac{C}{K_d + C}) - (k_d C)

Component: M

\frac{d}{d time} (M) = V_1 \frac{1 - M}{K_1 + (1 - M)} - (V_2 \frac{M}{K_2 + M})

Component: X

\frac{d}{d time} (X) = V_3 \frac{1 - X}{K_3 + (1 - X)} - (V_4 \frac{X}{K_4 + X})

Component: V_1

V_1 = \frac{C}{K_c + C} V_M1

Component: V_3

V_3 = M V_M3

Source: Derived from workspace Arresting the mitotic oscillator and the control of cell proliferation: insights from a cascade model for cdc2 kinase activation at changeset 5961f992c9b3.

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Arresting the mitotic oscillator and the control of cell proliferation: insights from a cascade model for cdc2 kinase activation