Linear three-compartmental system
d/dt(q1) = k12(q2)-k21(q1) d/dt(q2) = k21(q1)+k23(q3)-k12(q2)-k32(q2) d/dt(q3) = k32(q2)-k23 (q3) where G1, G2, G3...G9 and H1, H2, H3...H9 = f(k12, k21, k32, k23) and the initial conditions.
d/dt(q1) = k12(q2)-k21(q1)
d/dt(q2) = k21(q1)+k23(q3)-k12(q2)-k32(q2)
d/dt(q3) = k32(q2)-k23 (q3)
where G1, G2, G3...G9 and H1, H2, H3...H9 = f(k12, k21, k32, k23) and the initial conditions.
B.4