INFLOWS:
ΔH ¼ H * EXP(R * (1ÀH/K)-A * P)ÀH
P(t) ¼ P(t À dt) + (ΔP) * dt
INIT P ¼ 1
INFLOWS:
ΔP ¼ C * H * (1-EXP(ÀA * P))ÀP
A ¼ .2
C ¼ 1
K ¼ 14.5
R ¼ .5
References
1. Ederstein-Keshet L (1988) Mathematical models in biology. Random House, New York,
pp 79–85
2. Brown D, Rothery P (1993) Models in biology: mathematics statistics and computing. Wiley,
New York, pp 399–406
272
32 Nicholson–Bailey Host–Parasite Interaction
ΔH ¼ H * EXP(R * (1ÀH/K)-A * P)ÀH
P(t) ¼ P(t À dt) + (ΔP) * dt
INIT P ¼ 1
INFLOWS:
ΔP ¼ C * H * (1-EXP(ÀA * P))ÀP
A ¼ .2
C ¼ 1
K ¼ 14.5
R ¼ .5
References
1. Ederstein-Keshet L (1988) Mathematical models in biology. Random House, New York,
pp 79–85
2. Brown D, Rothery P (1993) Models in biology: mathematics statistics and computing. Wiley,
New York, pp 399–406
272
32 Nicholson–Bailey Host–Parasite Interaction