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From: pallav pal on 4 Aug 2010 12:13
du/dt=((1 − u)(u −M)(u^2 + A)−v)u
dv/dt= B(u−C(u^2 + A))v
I have to draw "The u-v zero-growth isoclines".
The critical points:
1. P0 = (0, 0)
2. PM = (M, 0)
3. P1 = (1, 0)
4. P4 = (u4, v4)
5. P5 = (u5, v5)
Note that
du/dt=0=dv/dt
implies
v = (1 − u)(u −M)(u^2 + A)
u = C(u^2 + A)
please help me to draw Isoclines and equilibrium points in one fig.
From: pallav on 5 Aug 2010 00:15
du/dt=((1 - u)(u-M)(u^2 + A)-v)u
dv/dt= B(u-C(u^2 + A))v


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