Higher-order parallel methods for a model of percutaneous drug absorption
Gumel, A. B.; Twizell, E. H.; Arigu, M. A.; Kubota, K.; Gumel, A. B.; Department of Mathematics and Statistics, Brunel University; Twizell, E. H.; Department of Mathematics and Statistics, Brunel University; Arigu, M. A.; Department of Mathematics and Statistics, Brunel University; Kubota, K.; Division of Clinical Pharmacology, Clinical Research Institute
Журнал:
International Journal of Computer Mathematics
Дата:
1995
Аннотация:
A number of parallel algorithms based on higher-order Padé approximations are developed for the numerical solution of a mathematical model of percutaneous drug absorption. These methods are L <sub>o</sub>-stable and require only the application of tridiagonal solvers with complex arithmetic.
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