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Mathematical modeling as a tool for planning anticancer therapy
A Swierniak, M Kimmel, J Smieja - European journal of pharmacology, 2009 - Elsevier
We review a large volume of literature concerning mathematical models of cancer therapy,
oriented towards optimization of treatment protocols. The review, although partly …
oriented towards optimization of treatment protocols. The review, although partly …
Optimal control to develop therapeutic strategies for metastatic castrate resistant prostate cancer
In metastatic castrate resistant prostate cancer (mCRPC), abiraterone is conventionally
administered continuously at maximal tolerated dose until treatment failure. The majority of …
administered continuously at maximal tolerated dose until treatment failure. The majority of …
Cancer models, genomic instability and somatic cellular Darwinian evolution
MP Little - Biology direct, 2010 - Springer
The biology of cancer is critically reviewed and evidence adduced that its development can
be modelled as a somatic cellular Darwinian evolutionary process. The evidence for …
be modelled as a somatic cellular Darwinian evolutionary process. The evidence for …
On optimal delivery of combination therapy for tumors
A mathematical model for the scheduling of angiogenic inhibitors in combination with a
chemotherapeutic agent is formulated. Conditions are given that allow tumor eradication …
chemotherapeutic agent is formulated. Conditions are given that allow tumor eradication …
[HTML][HTML] Asymptotic analysis and optimal control of an integro-differential system modelling healthy and cancer cells exposed to chemotherapy
We consider a system of two coupled integro-differential equations modelling populations of
healthy and cancer cells under chemotherapy. Both populations are structured by a …
healthy and cancer cells under chemotherapy. Both populations are structured by a …
On optimal singular controls for a general SIR-model with vaccination and treatment
A general SIR-model with vaccination and treatment is considered as a multi-input optimal
control problem over a fixed time horizon. Existence and local optimality of singular controls …
control problem over a fixed time horizon. Existence and local optimality of singular controls …
Optimal response to chemotherapy for a mathematical model of tumor–immune dynamics
An optimal control problem for cancer chemotherapy is considered that includes
immunological activity. In the objective a weighted average of several quantities that …
immunological activity. In the objective a weighted average of several quantities that …
Angiogenesis and chemotherapy resistance: Optimizing chemotherapy scheduling using mathematical modeling
M Bodzioch, P Bajger, U Foryś - Journal of Cancer Research and Clinical …, 2021 - Springer
Chemotherapy remains a widely used cancer treatment. Acquired drug resistance may
greatly reduce the efficacy of treatment and means to overcome it are a topic of active …
greatly reduce the efficacy of treatment and means to overcome it are a topic of active …
Optimal impulsive control with application to antiangiogenic tumor therapy
An optimal control algorithm is proposed for impulsive differential systems, ie, systems
evolving according to ordinary differential equations between any two control actions …
evolving according to ordinary differential equations between any two control actions …
Quantifying the effects of antiangiogenic and chemotherapy drug combinations on drug delivery and treatment efficacy
Tumor-induced angiogenesis leads to the development of leaky tumor vessels devoid of
structural and morphological integrity. Due to angiogenesis, elevated interstitial fluid …
structural and morphological integrity. Due to angiogenesis, elevated interstitial fluid …