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Chapter 1<br />

18<br />

standard method fails to estimate the true causal effect of treatment on the clinical<br />

outcome, both methods offer a sophisticated solution.<br />

Treatment<br />

Effect of treatment ?<br />

Marker<br />

confounder and<br />

intermediate<br />

Event<br />

Figure 1. Directed graph presenting the model of the effect of treatment on a clinical event in the<br />

presence of a maker which is both a confounder as well as an intermediate.<br />

Pharmacokinetic and pharmacodynamic models<br />

Modelling the immediate biological effect of an antiviral-drug on the virus decay has<br />

proven to be an important tool in predicting early response to therapy of chronic viral<br />

hepatitis. 32 Estimation of the parameters of the viral decay not only gives insight in the<br />

action of the drug but may also suggest a different treatment regimen: prolongation<br />

of therapy, more frequent administration or using a higher dose. To describe how the<br />

individual patient reacts to treatment often a pharmacokinetic-study is considered,<br />

measuring the viral load (the HBV DNA) frequently the fi rst 4 weeks of treatment as well<br />

as the weeks after treatment is stopped.<br />

Entecavir and Tenovovir are new nucleoside/nucleotide analogues (NA) against hepatitis<br />

B virus. In phase II studies treatment effects during the fi rst 4 weeks are investigated.<br />

Next to the evaluation of effi cacy and safety in a dose escalating study the pharmacodynamics<br />

(PD) is compared between the different doses. An overall picture of the dose<br />

effect, however, is only achieved, if also the recurrence of the virus after withdrawal of<br />

therapy is investigated in detail.<br />

During treatment with NA’s the viral decline of hepatitis B is well described by an exponential<br />

bi-phasic model (fi gure 2): an initial phase of fast elimination of free virus and a slow<br />

second phase indicative of the death rate of infected cells. After treatment a rebound is<br />

observed, where the mechanism that takes place during viral replication shows a new biphasic<br />

pattern (fi gure 3): a fast doubling time followed by a more graduate increase to a<br />

more a less a steady state approaching the pre-treatment viral concentration. To describe<br />

this relapse-curve the mirror image of the viral dynamic model during therapy was used.

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