Comments (2)
janskaar
commented on June 12, 2024
I don't quite follow your last step. Note that dx/dt + dy/dt + dz/dt = 0, so the sum x + y + z never changes, and in the model it is assumed to be 1.
If you integrate dz/dt = -dx/dt - dy/dt from 0 to t, you end up with z(t) = -x(t) - y(t) + x(0) + y(0) + z(0). Since the sum over the last three terms is 1, you end up with z = 1 - x - y.
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Thanh-Binh
commented on June 12, 2024
@janskaar OK understood, thanks.
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