Treatment protocols for the chemotherapy of malaria are usually acquired th
rough clinical trials. Once pharmacokinetic and pharmacodynamic information
becomes available, it is possible to use mathematical modelling for testin
g these protocols and, possibly, for improving them. In this report the cas
e of monotherapy by mefloquine is analysed. Published pharmacokinetic and c
linical results are used to derive the essential model parameters such as k
ill rate, parasite growth rates, drug sensitivity and the pharmacokinetic p
arameters. Good agreement is obtained between clinical results and simulate
d parasite numbers using the derived parameters. It is demonstrated that th
e 2 exponential kinetics of mefloquine elimination can be reduced to an ope
rational single exponent for pharmacodynamic modelling by educated choice o
f sampling times of plasma drug concentration. It is deduced that a second
drug dose, at a properly chosen time-interval, results in radical cure even
when resistant parasites are present and at maximal parasite growth rates
such as those found in non-immune patients. Finally, a table is provided fo
r guiding the optimal choice of dosing intervals under different values of
population pharmacokinetics, drug resistance and individual immunity parame
ters.