A dynamic programming approach for approximate optimal control for cancer therapy
A Nowakowski, A Popa - Journal of Optimization Theory and Applications, 2013 - Springer
A Nowakowski, A Popa
Journal of Optimization Theory and Applications, 2013•SpringerIn the last 15 years, tumor anti-angiogenesis became an active area of research in medicine
and also in mathematical biology, and several models of dynamics and optimal controls of
angiogenesis have been described. We use the Hamilton–Jacobi approach to study the
numerical analysis of approximate optimal solutions to some of those models earlier
analysed from the point of necessary optimality conditions in the series of papers by
Ledzewicz and Schaettler.
and also in mathematical biology, and several models of dynamics and optimal controls of
angiogenesis have been described. We use the Hamilton–Jacobi approach to study the
numerical analysis of approximate optimal solutions to some of those models earlier
analysed from the point of necessary optimality conditions in the series of papers by
Ledzewicz and Schaettler.
Abstract
In the last 15 years, tumor anti-angiogenesis became an active area of research in medicine and also in mathematical biology, and several models of dynamics and optimal controls of angiogenesis have been described. We use the Hamilton–Jacobi approach to study the numerical analysis of approximate optimal solutions to some of those models earlier analysed from the point of necessary optimality conditions in the series of papers by Ledzewicz and Schaettler.
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