Limited sampling strategies for estimating cyclosporin area under the concentration-time curve: Review of current algorithms

Citation
Oj. David et A. Johnston, Limited sampling strategies for estimating cyclosporin area under the concentration-time curve: Review of current algorithms, THER DRUG M, 23(2), 2001, pp. 100-114
Citations number
99
Categorie Soggetti
Pharmacology,"Pharmacology & Toxicology
Journal title
THERAPEUTIC DRUG MONITORING
ISSN journal
01634356 → ACNP
Volume
23
Issue
2
Year of publication
2001
Pages
100 - 114
Database
ISI
SICI code
0163-4356(200104)23:2<100:LSSFEC>2.0.ZU;2-D
Abstract
Cyclosporin, the drug of first choice in transplantation surgery, is charac terized by a low therapeutic index and variable absorption, so close monito ring of the drug is required to optimize the dosing. Predose blood cyclospo rin levels are measured routinely for therapeutic monitoring, but this appr oach is not optimal because the area under the concentration-time curve (AU C) correlates better with clinical events. However, conventional methods of measuring AUC require many blood samples, which is not viable in a routine clinical setting. AUC monitoring can be simplified for use in a clinical s etting by using a limited sampling strategy (LSS) that allows AUC to be est imated using a small number of blood samples collected at specific times. T his article reviews the current literature on estimating cyclosporin AUC us ing LSS. Thirty-eight papers suggesting the use of specific time points wer e found. LSS has been developed for different transplant types, with differ ent dosing regimens, and with different assays. Most authors suggested eith er two- or three-sample equations. Results from authors who validated their models suggest that equations defined on one transplant type may be applic able to other transplant types, to both adults and children, and to early o r late after transplantation. Moreover, it seems that there is flexibility in the choice of equations available to clinicians. The number of samples t o collect for accurate estimations is a matter of debate, but a wise choice can minimize the number. The choice of the optimal LSS and validation are discussed.